Class 10th Science Gujarat Board Solution
Exercise- Which of the following structures is responsible for transportation of water in higher…
- The kidneys in human being are a part of the system for:A. Respiration B. Transportation…
- How many chambers are present in human heart?A. 2 B. 3 C. 4 D. 6
- Where is tricuspid valve found in human heart?A. Between two atria B. Between two…
- What is the excretory unit in human being?A. Bowman’s capsule B. Nephron C. Urinary…
- In which part of the body blood gets purified (Becomes oxygenated) ?A. Heart B. Lungs C.…
- In plants, food and other substances are transported through .....A. Tracheids B. Vessels…
- Mention the color of blood and lymph.
- Define Transpiration.
- What is transported through phloem?
- Define Ultafiltration.
- Name the organs of excretory system in human being.
- Name the components of circulatory system of human being.
- Differentiate between arteries and veins.
- Why the wall of artery is thick and elastic?
- What is the advantage of four chambered heart?
- Define Excretion.
- Explain the excretory system of human being.
- Explain the structure of human heart.
- Explain the process of urine formation.
- Describe the structure of nephron.
- Write a note on lymphatic system.
- Which of the following structures is responsible for transportation of water in higher…
- The kidneys in human being are a part of the system for:A. Respiration B. Transportation…
- How many chambers are present in human heart?A. 2 B. 3 C. 4 D. 6
- Where is tricuspid valve found in human heart?A. Between two atria B. Between two…
- What is the excretory unit in human being?A. Bowman’s capsule B. Nephron C. Urinary…
- In which part of the body blood gets purified (Becomes oxygenated) ?A. Heart B. Lungs C.…
- In plants, food and other substances are transported through .....A. Tracheids B. Vessels…
- Mention the color of blood and lymph.
- Define Transpiration.
- What is transported through phloem?
- Define Ultafiltration.
- Name the organs of excretory system in human being.
- Name the components of circulatory system of human being.
- Differentiate between arteries and veins.
- Why the wall of artery is thick and elastic?
- What is the advantage of four chambered heart?
- Define Excretion.
- Explain the excretory system of human being.
- Explain the structure of human heart.
- Explain the process of urine formation.
- Describe the structure of nephron.
- Write a note on lymphatic system.
Exercise
Question 1.Which of the following structures is responsible for transportation of water in higher plants:
A. Sieve tube
B. Sieve Cell
C. Vessel
D. Companion cell
Answer:•Xylem is the component which is responsible for transportation of water. Xylem consists of Tracheids and Vessels which help higher plants to transport water.
•Phloem is the component which is responsible for transportation of food to different parts of plants. It consists of Sieve tubes, companion cells, sieve tubes.
•Since, in the given options vessel is the only option which is a component of xylem tissue which transports water and all other options given are components of phloem which are responsible for transportation of food.
Therefore, (C) Vessel is the correct answer.
Following picture depicts part of xylem and phloem and functions of xylem and phloem:
![](data:image/jpeg;base64,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)
Question 2.The kidneys in human being are a part of the system for:
A. Respiration
B. Transportation
C. Excretion
D. Nutrition
Answer:A Pair of kidneys is consist by our excretory system. All other processes like respiration, transportation and nutrition do not consist kidneys in their system. Following picture illustrate that our excretory system consists of a pair of kidneys.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAEQATsDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0Pxn4on8IaO2p/YUu7ZGVXAn2OCTgYG0gjpWpZ3V9c6Wlw9rBHcSKHWHziVAIzgtt6/QVyfxl/wCSb3v/AF1i/wDQxW3YnxF9gt9i6Tt8pcZaTpj6UAVvCPi+58VTXw/sxLSOxna3lY3G8lx1wAo49811FecfCqFri08TxTMUZtWlDtC5XB4ztPWrXgu9vdX+G93Pe391JcpJcBZ/MIkG0nbyPpQB3tGa8zfVtVm+Bkerrql1HfpAZGnQjc58wrgkjPT0wad4ubVdG8G2XiO21y/+2xfZyYi48hw2AQU79epJNAHpVLXn3i8al4ck0nWLfWr+WWbUIoJ7d3HkOj5yBGBgdODyfc1teJJJY9b07z9TMGnMrhrO3Li4upf4Qu35ioHJxj3oA6aiuF8GX2oX+oeJ9KmvL1IrOdBbNOytPCrqTgsc5xjjOayPDkera/8ADe51G78Q6mlzAbh4mhkCEspON5xlhx04GO1AHqVct4q8XXXhm+06H+zY7lNRuBbQuLnYVc4A3DaeOe2elXPBGp3Os+DNLv71g9xNADIwGNxBIz+OK5j4r+Z9t8JeSUEn9rR7S+ducjGcdqAOjv8AWPEFhZTXJ0G2nESl2jiv8uQOuAYxk+1b8biSNXHRgCK528TxObzT/wB5YG1F0huRbo4k2c9ySMZxmqvj7TtUOkyanoup3NtcWY814BOVinQcsp9DjuP/ANQB1tFcl4QvW8Uu/iJby4jtn/dRWAnJWIqMMZB/eJ7dAMHqag8P3E/jaPV7ye+uraGK7ks7WG2mMflBAPnJXBZiTnngcUAdrSV514zbxD4f+GRmudbdtTtpFRp7YBBKrOAN3Gc4PUYq9r0l/wCDtD1PxE2r3d7M0CIltPjyI5WZVDKoHAGen5k0AdvUEt9bw3sFpJKBPcBmjTuwXG4/hkfnXE6hpvihYbW50Q3wv43VpWu79HhuF/iBQZAz22gYqtf6Ys3xls1a4vIzNpbyMUuGBU78YU9l46CgD0alrjNN1GXxT4u1uwe5uILHSDHAkUMpjaV2B3OzDB4xgAHHeq+kahqVt4w1fwnc6hczRJai7s7ttpmjUkAqSQQ2CeCRnigDuqWvN/AVnq3ifwzp+p33iLUleK5kJSJwBKocgq/GT0wPQdB3q7oF1d6H491HRNY1C6uY7iIXOmy3EpIMYzvT03D19BQB3VZniHXrfw5pTXtyjyZdYooo/vSyMcKozxzVHwkJ7uC51aW5uXhvpme1ilkJWODohAPdsbvowHarHirw/ZeJ9FfTL6RohKwMUinDJIOQR6nrx6ZoAoap4i13RNKm1G+0GGWCJC7paXe+SMe4KgEDuQTj3rpo33xq3TcAa8xn1nxZ4CgMPiW3TXtBx5bXkX+tRDx84PXr3/76rZ8ateXfhW38QeG7+7WO3RLgwwSFVuLfqwx2OOc9etAHb0VyV5qSeI/7Bt9HvbmNLsfa5JYZSrLbqOQ3uzFV/wC+vSsPUvEH9n6zqlh4outU0szSldNv4XYW6x4+XpxuzydwPXtQB6Fd31vYxo9zKsaySLEmf4nY4UD3JNT15r45sfNn8FPJezyu1/BEZYpztbjl1xxk9d3WtbVNQu18V2nhqzN3LDFZG8mK3ISaX59qrvJzgck4OenagDtaSuP0TT/EcGs38FxNcR6NPFm3aa5Wa4t5OMgMQcqeeuccVieFIdU8R+Ari7vfEGppPFLP5ckMuxsqTgscZI46cDHagD0vNLXmVo2ra/8AC1NfuNev4L2GzkljFqwjQmPdy4A+Ynbznj0ArtvCeoz6v4U0u/uiDPcWyPIQMAsRycUAa9FFFABRRRQBzPjrwzeeLdEfSre6gtoZGVnkeMu3ynOAAQPStazh1C30lIZXtXuo0ChlVghwAMkda0KKAOR8GeFNR8LTah595a3MV9ctcvsiZGRj1A5PHSq+leDdY0e3v9LtdVthpFw8skY8g+em/wDh3Z2ge+CfpXbUUAcMngXUo/hx/wAIt/ads+5dhmMBGxd24gDdyc9zj6VZ8QeE9S17wZb6E15aRMgjEk4iY52Yxhc8ZxzzXYUUAcp4p8M6p4l0zT7UXdnbva3CXLv5TMGdM4AGRgc0mp+GNVn8VWfiDTdQtoLuO1NrNFNC0kZUndlcEEHP8hXWUUAcho/hPVNF8QaxqMeqQ3C6jscpJBgl1XHJB4Xk8AZ6c+rdA8I6lofg670P7ZaTNL5myYxMAvmZzlc84zxzXY0UAYnhDRbnw74dttKup4p/sy7EkjQruXJPIJPPNZnjDwpqXia902W3vbS2j065W5iDxM5dhjAPI447V11FAHP3Nv4qntpI4b7SLd2GBKttIxT3AL4z9aSXw/dyS6ZbG4ifSrMKZYZFYyXDgcMzZwcH5sY5PWuhooA5K28KahpnjK71fSry2gsr3BubJo2IkYdXBzw30FVB4K1fRtdvb3wvq8Fpa6hJ5txa3MHmKrnqyYI/L/61dxRQByHiPwbea34TfRo9RXzJ5BLc3c8ZZncMDkKCABwBjsABWxfaKNc8NS6VrBR/Pi8uRoQQM9mXOcEEA1r0UAcTpXhTxNaW8emXniSObSYgEBS323Dxj+DfnjjjPJx6Ve1fwteXPiux1zS7+K1lgtmtXSWDzAYyc5XkYI9+OldRRQByknhS80/xRNruhXUKS3cax3tvcodkxHRwV5VvwI61asfD1xa32oavNNBNq96ixBihEUMa9EAzkjuTnk+ldDRQBzfgfw5eeFND/sy6uoLmJHZ45I4yh+Y5IIJPc1k+MbbSvGM+j2NlexzXguiwltZgxihA/fZIPAIwv1IruSARg9Kz9L0DStEMp0vT7a0MxzIYowpb6/4UAXookhiSONQqIAqqBgADoKyfEujXOtWtrHZXv2Ge3uUuFm8vfjaDxtyM5z+Wa2aKAOW1XR/EOuaZNpd5d6bDa3C+XPPBE5kZD1CqxwpPrk4rVSTSPDunWunSXVtawRw+XFHPKqlkUYPU88da1KztS0DStYmgl1LT7a6ktyTE00Ybb+f0oA574c+H7bStOu722Eghvp3e1WTrHbbiY1HoDkt/wIVZutB1m5stT06e40+7sr2SVo/tETFoFck4xnDYzx0rqAAOlLQBx+qeBWm8P6HY6ZfeRPossc0Es8e8OVGPmAI6+1Gv+DL7VLnT9VstW+ya9ZKVFyIR5cqk5KFM9OTjr75rsKKAOf0rStbh8y71bUre8vwhSBI4jHBFnGTjOWJwOT9BjmqPhrwrqfh7wvdaT9stJ2laRo5fKZQpfrkZ5x9a66igDj9M8Jalp3gCTw0Ly0cmKSBbgxMMK+7JK56jdxzWz4X0q40Lw9aaZdTRTNaxiJZI1K7lHTIJPNa9FABRRRQAUUUUAFFFFABRRRQAUlLWbrl1dWOmPdWcYlaFleSPaWLxg/OFA/ixkj6UAaNLXC3vinX4PIeOwjVJ0M8SvGxLAthYzjo23BP16cVak8QazBM072yPbfa5bcQpbuXCqhYNnPPIx0wc0CudfRXNeFtev9Va9S+iUGEI8TLGU3hgcjnI4Ix1+tZw8VaoLGSVlTzm2hohZSD7KxbGGYnBwO/9KBnbUZribfxRrk9rbH7Cplui9vHiFwI5lfAZ/RSnzfh15qzpviXULnxQtlNBi0kaVNxgZGjKdM8n73PXHtQB11FJS0AFFFFABSVmeIdch8O6S1/cRSSxq6JtTGcswUdfrWV4t1LW7SWNdFt52xC0mVg8xZGzwnQ44z6fWgDqKM1x76n4iN3IY7eXO5wIPs37tYhGSrh+7bsDb+GO9VZ5/ElnJbXLS3txJLp43IlsuyOUuucqBwVBPqfrQB3VLWL4XvNRu9NlOrROk8c7opePYXQfdbGB1+graoAKKKSgBaKKKACiikoAWiiigAooooAKKKKACiiigAooooAKKKKACiikoAKK4q9uvFUcPmRmbbJdTqwW3BaKNSfLwACSG7kg9ulPF14qMUly4dZIUtitskC7Zi3+t5PPA9DxQB2WaK8/ubrxLfw39vNa3fkywlo18naUcSrhQQB/Dnuc+tdFr02tW95AulqZIrpPIyEBFtJkESn/AGdu7j1AoA3qBXCz3XiqWXUIZLdnj8udRH5OVwF/dlWwMknGRk9TwMVo28mvrqEcjmX7N9tEBg8hQog8sHfnrw3GaBXOqorDvvE8WlawlnqcElrbTbRb3rEGF3PVGP8AAfTPWtsHPSgYtYniW61XTreG+0uNbmK3YtdWm355Y++w9mHXHetukoAqaZqdrrGnQ3tjMJbeZdyMP5H0I9K53xn4j1DSpobPTUj86eJnV255BAwB+NR6jby+C9Rl1rT4mk0e4bdqNogz5Lf894x/6EPxrF+I08Vxf6He28qywyxsUkQ5DA4IIrfDxUqiTMqzcYNoy7Txdr0Vw5vJ7tGI4ACsmffPQV3fg/xHLr8E63CoJ7faHKHI5HT68VwviUBreBztYtCOSK2fhGwNnqmOvmp27YNdmIpR9lzJanPRnLn5bmx8T/8AkSpv+viD/wBGLXWjoK8r8d+LH1PQZraGBGhE6ZZWyyFZBww98eldLYeODIwF9aG23MqKG4ZiTjgZ5ryuZHrfVK2uh2FJ0orB8X+Jo/DOjNONsl5KfLtYM8ySHp+A6n6VRzJX0Rbi123uPEU2kQRySS28IlnlXGyIk/KhP94jnHpWDqfifWLSe8MVtB9nivBao7I3yDYG8xjkDHOO3PesXRPEsegaYYbe1a5u5nM11dTPtM0p6tgZOOwHYAVaPxDvxyLC3I/3mrF4in3OtYCvJfCW/wDhK9bktHuEsrdBBZi6dGRyZDvK7VPbIGe/XvUVx4w1C4uL21jh8uNre48p1jZZI3RcrnPc9uB04zTrb4lJlRe2Drzy0T5wPoa6rS9asNZiL2Nwsm37y9GX6irjUjLZmVXD1aXxoxtX1+80rRdMaFQ9zcRAs0qEjIQE55HJNZt34m1u90i6urMQWaw21tMSYWdtz/fA6DC4PbNd0KMVZgcKPGer+fer9giIgjmZUAbcNg+VjzyG+g6jGavx6/q6arbaXcQ27XN2EnjkRGCLDj95nJ+8pwB67hXV4qBLG2S9e8WFRcuoRpO5UdvpQBPS0UUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWigApKWkoAhurSC+tpbe7hjmglG145FyrD3Fcq1vqXgkGSx83UtATl7ZmzPaD1jJ++g/unkdq6DWNZttGtPOuGJJOEjXq59q8+v9Tv8AxFd7Xk2x5+WIHCL9fU+5rGpWUPU6sPhJ1tdl3O3t/GOhXVuk0OqW7RuMghunsR2Psa0bbUrS9P8Aot1DMfRHBP5V5Nd+GI7ctc2d7FDedWUjMc3s2P8A0IVnRXqPKU8tra8jGWiY4b6qw+8PcVn9Ye9joWBg9Oaz/A9yYBlIIyDwQa8i8faI/hg2jW7/APEkkuC0cR/5dJG+8F/2D1x2NdF4J8XyXd0umX8hkZgfJkY/MSP4T6/WrfxQt/O8Jh9oYRXCMwIzx0P867MLU5pqUTzsVRlSvGRyWs4k0S1YckoRmtL4Qn/kKr3BTj86xrLSrk6J5XnCW3BP2ZTnegPVSe49Kk8Daunhq91Q3m4b4R5aY5dwegr1K13QZwUIuVZKPUjstKTWX1K0aQxM1wX3BckbXzj9KpjDeLLf3uU/nW94V+WW4kkI3y7mOPU81hyIbfxPbyygrGLlGJ9BmvB7H3cVac+9v0PaL26jsbKe6mIWOGNpGJPYDNeK288/ivXZNXv2P7wlbaMniOP29M16Br5bxdrR8N20jrp1uBJqk0Z655SEH1PU+w964/VvD+peGrglomltc/LNGMjHv6UsS5cuh4OXqDm+Z69DXaDTbEYYea+OcetZs8qyOfLQIueBis5dUR/vBs1NHciVhtVsetcLdz3YxS1buSNGGBBFQW1xcaTqEdzZv5cin14Yeh9qsbgTVe7QkZFCdtUXKKkrM9b0XVodZ0yO7g4DcMp6qw6itCvM/hzqjW+rT6c7fu7hd6A/3x1/SvS69OlPnjc+XxNH2NRx6C0UUVoYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACGmSyLDE8jnaiKWY+gFPrH8V3BtvDN865yY9vHucf1qZOyuVCPNJR7nnur6nJrmrPcsT5f3YlP8ACvb8+tMxJAmcFc96NIi868AYcZq1qz5uivQDsK8tvm94+oglC1OK0Rkm9jL4dsH3qG/SzvIMTsMryjqcOh9Qa0BDaTDbcQDkffU4IrCvLdLeYqCxXsfWldrYqXvKzQvh2++weJbF7+ZUt1mB+1kYUD/b/u/XpXoPjrxLYz6BcWNuHne4ACuowo5znnr07V57AwhRlNxDIkgxJGoAKg9ssOfoK0dK0C5WdrjTdJvLy2SPKi6+RI2HdScEjHavaw2GlBKbt3Pm8XiKMpOLu2rq3/BNICW30GGRMo6tmsqLUxqF2be8spJZcFg1uuX474rRs9Rk1fR7mSQBShBCgYAql4Rk8v4gaeM9WYfmpr2JfBJs8WL95WJbYxwsTY30Lk/wSN5bg++aveZ50WLqzWbH911OfxBrFu7Iz63exKoJE8mARnuag0q0t31+zguYEkieZUZORkE+1eM6lCW8beh9f9XxsIc0aikrdVqdFp2oaholq8GjwXMKSOZG84o5Zz1JJ5qhfeLdbumks7q9IU8OIwo47jIrstY8IaFaxxRQacnmTMRuZ2baB16msTXPD+labZuscaQyYADIMnPYVzYrE0IJ04p3OHCyqznFtRt6albTIbG3tUuJoUlPRVIzVibVgylI7aFV9AoFc/El4qhE+YZ4FXBZ6oy82zKPUiuC7tY9pwhe8h5O4k4AJ9Kjl5jY9qRI5YziU4I7VXv4PNQN9onixxiNsA/WkrdTVtpe6iXwwxXxbp5U4zNjj8a9ozXh/hfQ31HxPbRJfX0e0l2kjkAZQB2OK9O/4Q9j/wAzFr//AIFj/wCJrvwytFngZhJuorrodHTJJUhieSRtqICzE9gOtc//AMIe3/Qw6/8A+BY/+JrT/s8w6JJYi5lmJhZBNcvuY5B5Y/jXQeeVx4s0VlhZNQifzoGuUCAsTEOr4A4HHerd1q9jZWsFxc3CRQzsiRM2fmZvuj8a4PS/h/d6Lo1xa6fqdoVvrJ7W9MjEgS4IV0bqMZ5XpT7jwBe3OqRyi+spvKmtpi8jOZYhGoBRQONpwSM+tAz0XI9aNw9RXm1h4NczSw2msxx3qpdJczQs+5hN80WM8HaAf6VXk8GanomiM9jcefqoniksY7eQsisowzENjggnOPbrQB6iCD0pa5vRNDXSTYKjwSR2Vs0U0zTP5nmE7mOM7cE5PPNdF5ibA+9dh53Z4oAdRUbTxJndIgwccnvUcF5DcJGyOB5gyqt8rH8DzQBYopiyo7MqurFThgDnB96fQAUUUUAFFFFABRRRQAUUUUAJWR4qh8/w1eqASQm7A9jmteormFbm3khf7siFD9CKUldWKhLlkpdjyKynaCQsuMipLi4M0pkbr7VXuIpNNu3t5QQ0TFGz7d61Us47qxWS3I8wfeFeTZ7H1XNHSXczGMxQvHbyuvqF4rIu2eeTLLtxxg1vGWZAELsAvRc8CqN95ewlwCx6GkyrN7m54a0WwlshPGI3u+8hHIPpXd6TdPe6fJFPzNFmNvfjg15JoOpSafqkZUsUZgHUdxXqOlTKutSxqPlniEgP0/8A11eGqTjWtJ3TPGxtGydl5nm/hUFrPULcjJG7j6E1U8PN5fj/AEs+s2PzBFaGhq1r4m1a1BPE0qcDtk1lWx8jxpphzjbdJz6c19hvCXofLrSS9Tcggz4t1QZ+7NKay7UbPFVkMcC4T+dbOngt4u1YP1E0mfzrJgA/4S+1H/Tyn86+c6n39N/u3/hX5Hqes4GoWGehZh/KuA8WzP8A25hj8gBIHvmvQfEC4gt5scxzDn2PFcd4o0ebUrwmyQvOimTYOrL3x6muLEL9/buePgZqNmyjY3sVpbLJGqtK3f0om1W5myN+B7VzReWCQqcowPKkYIpWu5D1apbZ6yjFvmZqTXKISXbLVm3V0ZDxwPSmQxT30ojt4ZJnPZFJruPDPw+cSpd60q4HKWwOef8Aa/wqoQlN2SM62Jp0o3ky58O9De1t5dSuYykk42xA9dnrj3rtqRVCgAAADoBTq9KEFCPKj52rUdWbmwqjrMEl1ot/BCu6WW3kRFzjLFSAKvUlWZnG6d4Ify7V742qhZIJJLWOLEZ8tGHIzyxLcn2FB8ByuskZvY412SqssUREsu9s4lOfmA6Y/lXZ0UAcdF4OvYL172CfT4JjMsixRQMsQHlGM8Zz3zRa+CJ7ZYUN1bSgRRRtLJATJEUB5iOflznP19a7GigLHD23w/mt7O4hN5G5kiSLkPiQK+7c+D1/zz0rVXwxOfCEmjyXaeax3LII8Kvz7gMDqOMV0dFAWOWt/CMzahFd6hPbzMt1NcsixHbl0VRjJP3duc1WtvAZhgG+5ia4U2xScRncgi64OeM8/wD167KigLHLeG/CEmhag1xJdiUCIxDAIaTLZ3Pz1/8Ar11ApaKACiiigAooooAKKKKACiiigApMUtFAHGeMfCs19N9v0+MPIRiaMHlsdGHv2rglubmwlYLvjZeGVhg/lXt5FUr/AEaw1RQL22jlI6MR8w/HrXNUw6k+ZHoYbHumuSaujxmXU5XyeATVSSV5DlyT9a9Sl+G+kSSFlkukU/whxj9RWhp/gzRtOZXjtBLIvR5jvI/PisVhZt6nZLMqdtEzgfCvhS6v5vt9zG0VpCC4LDBkOOMe3vXZ6Q3/ABM7A9zbMP5VvaifL065OcARt/KsPSwP7VsVA5S2P9KU6ahUgkccq8q8ZSkcQjfZ/iRqadM3BIz7isS+/c+LrXPG26Q/+PCt7XIvI+KM+MjzPLf/AMdrC8T4h8SLIOMTK36g19TTd4L0PnpK0vmdLoq+b4s1hj2ml5/E1j2ab/GdqoP/AC8r/OtXw6xfWtVlUkBpHP15rP0YGTxxagjJ+0j+tfPvc+6WkJ/4f0PVdahM+k3Kgcqu8fUc/wBKxIZf+Jvpc+eJAUPvkV1LKHRlbowwa4u6DW9taMeDa3QX6Dd/hWGKXLUhM8HD+8nE6i70jT9Q5u7OCY+roCfzqsvhTQ1bI0u2z7pmtYetLXbyp9DnU5pWTIbe0gtECW0McSDsigCpcUtFMi9xKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopDQBn66f+JNcj1XH5ms7S1H9uY7x2wH61b8QSAWUUWeZplX9c/0qDSVD65eODxHGqY/WuGo74mKOqGlF/wBdjiPGZ8j4kQuf44IyPwJFc941G3VM4wSBXRfENAvjrTm/vWwz+DGsDxuc6lETyWUV9NQd4R9Dxanxv1NvwlkzXxP3iTk1B4WG7x/BuHR2/wDQTVnwgSHvwB3NVfDfHxAtsdTK3/oJrwOp9zL+HU/w/oev9q5LV4iRqsePusJFH4Zrra53VU/4mN4vaS2B/EZrPGr93c+ewztM3LKYXFlBKOjxq36VPWb4ffzNCsz/ANMwK0q6Yu6TMZK0mgoooqiQooooAKKKSgBaKTNLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS0lAGL4gy0+nKP+exb8lNM8NrufUJ+zz7R+Ap2sndqlio/hV3/SneFw39lu7Dl53b9a4kr4lvyOp/wDA8d+F73U9UstUsIzOYF8uSEEBiM5BGeD9KwtS8Jan4j1q22Wc1tart82WcBdo74Gck16qKK9WGJnCPKjz5UYyd2ZU3h2wnlaZY2hnZdrSxNtZh79jSaX4Y0zSZzPa2+bhhgzSMWf8z0/Cteiuay3On2s7ct3YSsLVQP7VOehtT/Ot2uZ8SSXUd4zWMcMky2x4mcquCeeQDXPil+7LofGaPhk/wDEgtfof5mtauN0OLxU+kWvkzaNBCVyCY5ZGx78gVfGk+JZM+b4jhiB7QaevH/fTGtqatBEVH77OjornB4Y1CQEXPijVmz/AM8hFF/JM0HwVaygC51PWrgD/npqEg/9BIqyDoiQOpxVWfVbC2JFxfWsRHUSTKv8zWR/wgfh4kGSwMxHeaeST/0JjVqHwjoFucxaLp4Pr9nUn9RQAybxp4dgzv1uwyOoWdWP5CtWK4jubVLi3cPFIm9GHQgjIpkOn2lt/qLWCL/cjC/yFTPlUO0AkDgdM0AcPp3je9utO8M3Ei2xfUppkuFQfdVFc/LzwflHWnt8T7VLGzuG0m/BvIjPFHhSWiXGX4PvwOpqlpOsabEn9oyeHbGG6a1a4nnhZFADSNGAMjOWI5+tWY9S0vVLSysE8N28rxzS2sVu7KEiMaBjgkdCCO1AhyfEpI/7RludPlFvDPDDa7CC8xkUMoYfwnHP/wBerun+P4NUvrO0tNMvnmuFdnUhV8kIwVi2TyOe2c1RTWdBvbmMNocAh1CKMyzSBQC2CVQ46kYx1B6YosPEGlwRwSxaDFb3DW8f2VY3Q/JK+NrMOE+Yc5/nQB2dlctd2yTPby27Nn93LjcvPfBI/WrFcdbeJUtbcWOk6QqPCk5aISqscRjI3YP8QJYdP0qbTvGZnm06C8tBE11HEWlWUFBI65Cj/A4PPegZ1dFYOo+KIdOvri1khLND9n53gbvNfaMD2xWZceNnhY3DWUi26Lc7VEikzGJtp/3eelAHY0Vyd142NlO1pNpkgvll2eUsgZcbN+dwHp2x19q6HStQTVdMt72JHRJ0DhXHK+xoAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLSUAc9qzD+2HkJ4gsyT+J/8ArVo6DGI9EtQP4k3fnzWFqrEza0+eQioPyro9Lx/ZVrt6eUv8q5KNnVmzpq6Uki1S0lLXWcwUUUUAJXM67MBNfSA/6uBUP1OTXTEgAk9BXG3n+miOJB81/dbv+Ag/4CuXFO8VHudGGXvXOn0mIw6VaxsMFYlyPwq5TVAAwOgp1dKVlYwbu7hRRRTEFFFFABTJCwVtoBbHAPTNPpknCMQcEA0Aef6d4oh/soPdaRpx/dB7pYyq+YrSMAqKR85yCSPU+pqw/iux03U5LSPQ4o7iGR4S0YAAnPESZx1dOc+nFUbDxHPc6XYCSOyecGCU3ECqxTfMFdWG3CsRk8e9XB45R57o/wBnW0mE8+Fwf7rhAz5GRgHOcZABoERyeKtNR7l00azLRWzyQSRMoJCMEIztGPvcEe9Nlvo9Isv7KtdN0+2WOe2tZw8iu8u4r/CVG8YON3rkjpSW/iKRb2/R4tIctO6rcEgQKFjViobbksxPf0PWjR/Fst5caZHd6bDcTOsKPPIFErFxnco/ujP6HpQBt6xrdj4cuJYFsLZfIsxLFjam4NJtKDj6Gsq41u2srlbuPRrSGO3luIY2TZufykY/3flHHGDXR6FO3iDS4b/ULO0BfJiUDeVGcckjrx2rVNpbsMNBERknBQdT1/OgDjb3xLAZx9v0eybUQsTwbnD/ACuCw+bbnI2np+dCeJor+zSa00G3miWy+2SozrlVZ2DqBtOT8pPbNdjJZW0wxLbwuDjhkB6dPyqObTbeW2kgVPJWRdhaH5Gx7EdKAM3S5LDxLaz3TWFvJaSTYikdA32hVGA/I+oHsK20RYkVI1VUUYVVGAB7Co7S0hsbSK2tYxHDCgREXooHSpqBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUGiigDmNVi2ajfRH/l4hEgH04Na+gSibQ7Rgc4jCn6jiqevKEvrCX+8zRH6EZ/pR4V+SwuIc58u4cAegPNcVNcmIku51z96gmblLSClrtOQKSlpKAKWrzGDSrllOGKFV+p4FYmiW3m63zgpYwhB/vH/AOtWj4hO63tof+ek65HsOT/KofCq7re7uCOZrlj+A4rlmuaul2R0w92i33N0UtFFdRzBRRRQAUUUUAFIRmlooAjWGNc7UQZOTgd6BBGCSI0BOcnaO/WpKKAIvs8WwJ5ce0HONoxTvKTcG2LuAwDjkCn0UANVAgwoAHoBTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKSlpKAMbxDjZZZ6/aBj8jUfhkE/b242m4wPwAqfXlylo2OBOP1BqPwx/yD5ifvG5kz+dclv9pv5HTf8AcG1S0lFdZzC0lFFAGJr+Rd6eRnh3/wDQal8Mps0SL/aZ2/8AHjS66v7q3PcSf0NO8Of8gK2Psf5muWP+8P0N2/3K9TTpaSlrqMAooooAKKKSgBaKhubu3soTLdTxQRjq8rhVH4miaXZbSTJhtqFl9DxmgCXNFcXYeN7m6tPDE8lrCo1jzTMFJ/dhFLfL69O9IvxGtZHguVtbiPT5LKW83SxYkdUxyvOMc96AO2orlh4/04W1zI9rfJJbtGDC8QDt5gyhHOMEe9Rx/EbTblYPsVnqF000DXASKEZVVYq2cnjBFAHW0max9E8T2PiGWRNP8x0jijlaQrhRvGQv+8B1HbNc3bfEgvos89zYvDd7LprbKnyZjDu+UNnOcDnp3oA72iuST4habDNZW18k0U1xHGWkVMxI7puAznPTPOKp/wDCyrb+0EdrSeLSjZPdCeSMh5MOFXYAeQc98GgDuKWuKHxFhtLjUF1KyuLcQ3EUFvBs/fSM8e87hnAx656VesPHmn6pe29tY2t/O80PnkrB/q1yQd2TwcjH4igDp6KgtLn7XaxziKWISLu2SptdfYjsanoAKKKKACiiigAooooAKKKKACiiigApueaWuU8W+J305hY2DD7U4+d+vlj/ABqZyUVdmtGjKtNQhuW/FGsWdlYmF5A11kMkS8tkHv6VzNp4n1KGKVLK3SGOSQyBpELEZ9ulZFvHCZCzF5pW5ZnbBJrUjtZSATZhh2zJxXDKblPmWh7kMHSow5Z6kx1bX7jn7bKPaONFFQtea8Dlb68z7umKk2OgwbW1Qf7Un/16jNvCxy8drz/dmpOUu5cY019lfcgXxB4kgx++Z8f30Uj9Kuw/EC7tnC6jYoQByYyVJ+meKzpdOjVSyW8gPYxzVSmjOCrPcIPRxvp+0nHqU8NQqrWK+Wh18/iax1eOP7NLgRAySI4wRxx9a29CiaHRbVWGDszj6815O8ZU+ZGq7lP3ojgj3xXoHg7xKdXha0uiPtUK53Yx5i+uPWroyvUcpbs4MbgvZU709UjqKWkrEv8AxfpFhcG2Fybq77W1mhmk/Jc4/HFdp5Bt9KR5FjQu7BVUZLE4AH1rmxe+J9W4s7C30iA/8tb1vNmx7RocD8W/CnJ4LtblxLrl3d6xKDnF0+IgfaJcL+YNADp/GmmmZoNLW41a5Xgx2EfmAH3f7g/E1Hs8U6t96S00OA9k/wBJn/M4RfyNdDBbw20KxW8SRRrwqIoUD6AVJigDAtfBelxTrcXqy6ndjnz7+QzEH2B+VfwArckykLbU3bVOFHGeOlSVFcSCGCSUgsEUtgd8CgDzrRtV8O2z21z/AMI+be8ljzL5XzrAsrEfKM4Ge+0CrUl7oclukH/CNzyQQ21xBD8y48hDiUD5s44HXk1M2p6HFHZyW2hxSStDbzRIjKMGZyFU9uDzz+FC63axTXNuuiJNJbi6LqGRBHGCvmqD3yT+PtQIbcXPhmeeWS60Z/swlhR7s9A6x7o8ANu4U4yBTrO90XSfKlstDntbtoUW1VCrM0Uz8EfNgfNyQai0nUdDXxKXtdLmdrmdY1uHUYiYxDCqMcLtwM5zz6V10GgaXbA+TYW6ZdZOE/iU5U/gelAHJ+HdR0vwpHPpUMFwz5nuJZjs/eSKu91+U4GBwPpVFxpFuzS23h5AZvLRoHGXMU6uzbTuIDMF9q7lvD2lPO0zWEBkcszNt6lhhvzB59ae+j2Rw0dtEkgCbHCAlCgIQjPpk4+tAHP6TpvhnWLuS6s9LTFuIZPPyQpcJlQBnkquAfrisQS+HVt5ZbLw2nmPKlrLDO+0+TI3JCknAyM4x9K7rSNGtdG0xbK2UmPLM5YDLsxyxOOOSaYnhzSY4njTT7cI5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Question 3.How many chambers are present in human heart?
A. 2
B. 3
C. 4
D. 6
Answer:Human heart consists of 4 chambers- Right atrium, Right ventricle, Left atrium and Left ventricle.
Following picture illustrate four chambered heart in human beings:
![](data:image/jpeg;base64,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)
Figure: Human heart
Question 4.Where is tricuspid valve found in human heart?
A. Between two atria
B. Between two ventricles
C. Between right atrium and right ventricle
D. Between left atrium and left ventricle.
Answer:Tricuspid valve is present between right atrium and right ventricle to prevent backflow of blood.
Between left atrium and left ventricle bicuspid valve is present to prevent backflow of food.
No valve is present between two atria and ventricles.
Therefore, correct option is (C).
![](data:image/jpeg;base64,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)
Mitral valve is other name for bicuspid valves.
Question 5.What is the excretory unit in human being?
A. Bowman’s capsule
B. Nephron
C. Urinary bladder
D. Kidney
Answer:Nephron is known as excretory unit because it is responsible for the process of urine formation in our body and thus helps our body to get rid of waste materials.
Kidney consists of many nephrons and since they do the major function- Nephron is known as excretory unit.
Therefore, correct option is B. Nephron.
Question 6.In which part of the body blood gets purified (Becomes oxygenated) ?
A. Heart
B. Lungs
C. Atrium
D. Ventricle
Answer:Heart (Right atrium) receives deoxygenated blood from different parts of body and then from right ventricle through pulmonary artery deoxygenated blood is transferred to lungs. In the lungs blood gets purified where deoxygenated blood is converted into oxygenated blood and then through pulmonary vein oxygenated blood is again transferred back to heart (left atrium) and then through aorta oxygenated blood is supplied to all parts of body.
Since, purification of blood i.e. conversion of deoxygenated blood to oxygenated blood takes place in lungs. Therefore, correct option is B. Lungs
Following picture depicts the complete process:
![](data:image/jpeg;base64,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Question 7.In plants, food and other substances are transported through .....
A. Tracheids
B. Vessels
C. Ultrafiltration
D. None of them
Answer:In plants, food and other substances are transported through phloem and its components.
Tracheids and vessels are elements of xylem which are involved in transportation of water.
Ultrafiltration in no way is related to transportation of food in plants.
Therefore, correct option is D. None of them.
Question 8.Mention the color of blood and lymph.
Answer:Color of Blood= Red
It is due to the presence of haemoglobin pigment in our blood. Due to presence of this pigment, our blood appears red.
Color of Lymph- Lymph is colorless as it has no haemoglobin into it. It is the fluid which is present in intercellular spaces and comes from the leakage of blood capillaries and vessels.
Question 9.Define Transpiration.
Answer:Transpiration is the process of loss of water from the stomata of leaves in the form of water vapour. This process takes place when adequate water is present in plants. This process helps in regulation of temperature of plants.
Following picture also illustrate the process of transpiration:
![](data:image/jpeg;base64,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Question 10.What is transported through phloem?
Answer:Transportation of photosynthetic products like carbohydrates takes place through the phloem. Photosynthesis takes place in the leaves and food formed is translocated to all other parts of plants. Transportation of food through the phloem is called translocation.
Question 11.Define Ultafiltration.
Answer:In kidneys, excretory unit is present which is known as nephron. Basic structure of nephron is as follows:
![](data:image/jpeg;base64,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)
In this there is a cup shaped Bowman’s capsule in which bunch of blood capillaries is present which is known as glomerulus. To this glomerulus the blood having waste material is brought by afferent arteriole. Now since glomerulus consists of capillaries blood brought to glomerulus is under pressure and is thus filtered and is passed to Bowman’s capsule. This process of filtering blood through glomerulus is called Ultrafiltration.
Following picture also depict this process of ultrafiltration:
![](data:image/png;base64,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)
Question 12.Name the organs of excretory system in human being.
Answer:Following are the organs of excretory system:
•Kidneys: A pair of bean shaped kidneys is present in the abdomen on the dorsal surface of body.
•Ureters: A pair of ureters arises from each kidney.
•Urinary bladder: In this bladder urine is stored.
•Urethra: This opens by a small opening which helps in excretion of urine from the body.
Following picture also depicts the organs associated with excretory system:
![](data:image/jpeg;base64,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Question 13.Name the components of circulatory system of human being.
Answer:Following are the components of circulatory system in human beings:
•Blood: This is the fluid which transports nutrients, waste materials, hormones, gases like oxygen, carbondioxide etc.
•Lymph: This is the fluid which transports nutrients, waste materials, hormones, gases like oxygen, carbondioxide etc.
•Heart: It is an organ which takes deoxygenated blood from the complete body and pumps oxygenated blood to the complete body.
•Lungs: Lungs also form a component of circulatory system as purification of blood takes place in lungs only.
•Blood vessels: Blood vessels carry blood into them and transfer it to different organs. There are two types of blood vessels:
a) Arteries: They carry oxygenated blood from heart to different parts of body.
b) Veins: They carry deoxygenated blood from different parts of the body to the heart.
•Lymphatic system: This lymphatic system is present all over the body and helps in transportation of lymph which helps in transportation of various things like nutrients, hormones, gases etc.
Question 14.Differentiate between arteries and veins.
Answer:![](data:image/png;base64,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)
Question 15.Why the wall of artery is thick and elastic?
Answer:The walls of arteries are thick and elastic because blood in the arteries is pumped from heart and is under high pressure. To bear and deal with that high pressure in order to avoid bursting walls of arteries are thick and elastic.
Question 16.What is the advantage of four chambered heart?
Answer:Human heart consists of four chambers i.e. Right atrium, Right ventricle, Left atrium and Left ventricle.
Advantage of these four chambered hearts-
•Oxygenated blood remains separated from deoxygenated blood and mixing of deoxygenated and oxygenated blood is prevented.
Question 17.Define Excretion.
Answer:Excretion is the process of removal of waste products which are formed in our body during different biochemical reactions as these waste products can cause harm to our body.
Question 18.Explain the excretory system of human being.
Answer:Excretory system of the human helps him/her in the process of Excretion. Excretion is an essential life process in which waste products formed during different biochemical reactions in our body are removed. Excretory system of a human being consists of following organs:
•Kidneys: A pair of bean shaped kidneys is present in the abdomen on the dorsal surface of body. The kidney remains divided into two portions – Cortex and Medulla.
They consist of the nephrons which are the excretory units.
•Ureters: A pair of ureters arises from each kidney. They carry the urine formed to the urinary bladder
•Urinary bladder: In this bladder urine is stored for some period of time.
•Urethra: This opens by a small opening which helps in excretion of urine from the body.
Following picture also depicts the organs associated with excretory system:
![](data:image/jpeg;base64,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Now as told above that kidney comprises of excretory units known as nephron. Structure of nephron is explained below:
•Bowman’s capsule: This is a double walled cup in which filtrate of the blood comes. It comprises of a bunch of capillaries which helps in the ultrafiltration process.
•Glomerulus: It is a bunch of capillaries present in the Bowman’s capsule. Through this capillaries blood is filtered as blood remains under pressure here and is filtered out in Bowman’s capsule.
•Proximal convoluted tubule: This is the narrow and coiled part of the tubule.
•Loop of Henle: This is a loop consisting of one thin limb known as ascending limb and one thick limb known as descending limb. In these tubular parts absorptions of necessary elements like water, certain ions and amino acids take place.
•Collecting duct: This is a duct in which various nephrons open and urine formed is collected into this duct and further is transferred to ureters.
Following is the structure of nephron:
![](data:image/jpeg;base64,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Question 19.Explain the structure of human heart.
Answer:Human heart is an essential component of circulatory system. It plays important role of pumping blood to all the parts of body and circulation of blood is quite necessary for our body in order to transport different nutrients, hormones etc.
It consist of four chambers which are as follows:
•Right atrium: It receives deoxygenated blood from inferior and superior vena cava from all parts of the body.
•Right ventricle: It receives deoxygenated blood from right atrium and then transfer this deoxygenated blood to lungs through pulmonary artery for purification.
•Left atrium: It receives oxygenated blood through pulmonary vein which carries purified blood from lungs.
•Left ventricle: It receives oxygenated blood form left atrium and then transfer it the aorta which pumps this blood to all arteries and in result oxygenated blood is circulated among all the body parts.
Valves are also present in our hearts which are as follows:
•Tricuspid valve: This valve is present between right atrium and right ventricle. This valve prevents the backflow of blood from right ventricle to right atrium.
•Bicuspid valve: This valve is present between left atrium and left ventricle. This valve prevents the backflow of blood form left ventricle to left atrium.
There are certain important arteries and veins which are present in heart and are as follows:
•Inferior vena cava: It brings deoxygenated blood from lower part of the body to the right atrium.
•Superior vena cava: It brings deoxygenated blood from upper part of the body to the right atrium.
•Pulmonary artery: Right ventricle pumps deoxygenated blood into pulmonary artery and this artery carries this deoxygenated blood to the lungs for purification.
•Pulmonary vein: It carries oxygenated blood from lungs and transfers it to left atrium.
•Aorta: It receives oxygenated blood from the left ventricle and then transfers this blood to other arteries which circulate that oxygenated blood to all other body parts.
A separation also remains present between left and right portion of heart which we call as septum. This septum separates the left and right chambers of heart and thus prevents mixing of deoxygenated and oxygenated blood.
Following is the diagrammatic representation of heart which will provide a better understanding for the structure of heart:
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4IqAExo41bh6w1/tN69wfSHbfNKnb8jMbB0JgHbEIt1wlUCvFCuFuro4LNWuaVKoREUNDNUZIdOFK056bxHi0wuxdZrnUf8kAlw5e2EOaQqhh7B4RAyGxKZbMwKGNWX8FUuUaIQl3AuFrREfy2CgC9VloYHZdjwSuKPDhyeiQiiJcrPEeCy92fuJCTUTh7X+COFj/pBweCMSojabw1BJktCsxdOQ/MW1hVqxRrzzzB1xze6S57Klei/SU1XIqa6BxDH+0QsHHFQJ3Sgy5QvOKKi+YRDxSvUKhZuk5kBT6L8wpQAK8q/ksuYtiWpSgPFrKppjw0rvnOfaIWtIJ9rKEFfqC9K6Kiu2GEarRfwczKdNI/Mbgti/wDskJraCPCTysTpA+sup6vwh1iLFLR2yvxCxs5mh0078wv/AB+DuNQPC7fBzAhyWFW9a5jq7GzzAoPKigBkLa3Qx7uIKEDxDgqjk1KkEUH2FPmLKuZyUL8BBzoC6Ao+xJlWAe3D7OYNaqtFV9Hnh6IoxwngpfpiF29Ri3Ooga3Vsqf5jb2TKEILZ6W+kfRoePCLJgQstGMgu7Mfmo1eBbRgMJ7mfmFd9Gbex8zCnb58Qo6YHf8AeynTjK+OCYV0Qwldg7Dg/llyK7t/XgijUl7i0k1VEqC3epWZPSwY50CgJZL7MHX2ly5cv6O4Dc1AsSMQ3isDBBvgbvxFzEXpsMGIgvLNeVWIylOJ0jGh1BXQ0IRBXGuIeGEZHRUaspY94hNeiRx7uJidv0A0fEU3stgt1tv0Zi4BQjzGbQ0OOIY5APmDCYbDjEyP3JR/EAyVa+F9QpBSdTHbCQg4+zYI2aPNktz4hKkhqxRm9tS4YdgYtj8w/wAX+WY5Gar0uiWRMp/c7WWaoba1h9DqUVGxmXz2HZHUXQHCdnhlA+h/KBhfmYNJQLeUqF3PWCwXGdgSujMY7q9XSMmlUa6MS+mhkXjeMcz2RLfgjZDdQOiBUuCJYiPUqiLq1f2LL31gAUK2fMQ5umK+RuwsY+ziUZqtHGiPoOrQA3/iSTQE+aohWl25fWZh6zLan5IH0jRMSSUXgd/qJheC8aBCEOgz0djoOJYr20ekoeB+WZ8b56Z21xMbdsbsB6y2x5AMlyZlUcZKNe0pfkgg78L/ALjwJ3AaidAcahgyoNWmheVEIUeSMgvIe8PsHUeqEhCi4XetB5hiF+JQTT6e5AxW74kTp6x7ZsDpWfqnzG1Z8Cif84I2/uWxOog+dfmGzJpGyKEafl3/AM+hYVxDQZXXy/6mj6CycdPOWvaUpwxan4maBTtmMwImKd3LPAmB2wcLXepZWEW92QkiksgTNnSdwEL3RH4EcxWCfXDNXKd9a3JaI1xqPgGbYqNZsLfeJbs0F0ttemY+xVTIWseOIfak0A6S5ce8woTNjGTlyQrFCc3Z9Lk84PHT+Ya+jBCXVOXryyygsYvztg9U9nf53ETtFtfyMQEC3lcsTb4t6ByxcWahyP6hcEOaHk8wx5W45vJ7/uExSAeagQdkrDXTKxbx+o6UI+kDChCry4eyko6S5XVP4YgaoVW6hb8EPgL9t4NH4h/vJkoC1eIcwJDk/wAmIUX8fdSj6TD5aPu/KIBp0PJCbbAvo5YQfLKjisTZj6NphS+1iM4UF51IBi3P7D8/S0B8yupAl4D/AJjwgj5sH6htc3vzmUAaYfaMGOeHAOjzEkQkc4y/I7g7kaoMeB/xGCpCh4P1tNwVVdjKgVTikuN1LB4ixyXP5cR+glVwDh6ovv8ARlYl+zGT9QFZQzBYPEJ5V6bYN65gJEinq3ARzAragy7i9efeAcncCFDOxHY9RDoH0mIZRDQ5izJqtzcGyDAbD1BIXm6gTC7nO3kfqDlhJZseGAURlBpuN75wf20xWX/gRh/udQE2SnOlD1mxwFSkRaZ3x5ipocqjZgZ0L8QoBNvGf539D8DpOSX1hgXV7EG+FV/Eu/KB+zMQeWL+IoB6UpTAAfSRRv2dE7vVTathpdEqVSADDDbCbaEnXiBC4tFa9R5nc9Cbr5m5hZhV985jcToKrlwHEe3IDEE93uLiLXAHRKn2CO7tUwoYpQsl4uDf9bn8zlgeN7m5ZFrQpqFqEJUJQMbHMV8NJb2K1iWspIbgK0r+o1ZtUXvH+8knHQuhpPM78N9nN/suK7CO1MC+cQSBqA4+tXKjufmJlSBej59f9MUPHRAPm9thmSntPfqdhi+S4cHpBcB7S4dWP1FzDLB6rvs9pk2be2FcosXAuizp8RWy7Hken9SrmNB8kNv/AMEXwv7YsvOPpu2jhxzETVYsmxeg3CgRZoJ+QGo+n1nVQHummGGBUHAa+3TMChslUCMfpi4o4UpXyuIuiLAte/8AiXWWC2barx4lWIbZ38h5IMgCiyguU/EgRNElg0dy5IBa0KGtZnCtmoNrk79dMJsKlckTPLfOf/VKY43tgofbRDXj04lAgkdBl9HG4bli2ssXMS7X7Z+19CYLEpIDXxatsKFXw1AaRNEXQJ8NEGnROarfRD/cwZK6xy1upWs68LVXW57K4iaWyiDG8GQhkvDzHRpWVshsINq0EcdUnHyxKaLFpr+rg+JjtuGVdortnq4uDQfMMHTfOSHzHM7VuF2dP0CZHlh9Gvw+i1WXn5Hf5jAycUjv/TKm/J/3ETZW3hyXp6j500Am09wqtxH/ALUxC9i2PNc+k/e+tSpX+9m7MFNLoPlBzeizKxvtPnUvQ0CoFqOekii2hXLuw006eYCE7eav8P7QqITjL1gAp1mD0NSlIDgKJ59X4hbObuAiX5++/hl8xMPIU9J/EH0N4Lp8QQs0Pu//AEl92RezUXI0fcblAI2OROYf1oXvCHp79pY6hBKv1mZ4KqwoNj3FloVwr10fOmD9bl/YFou2XTr4ufiEgoqLFzd1nmprwDVUmTVUvPZLFWN4JurKvZ5nlmB9fG/6pe2yBlo7qBvijNhMl82MDkch0zLx8sbPcheSnVQSvm8L47gXE6uu4juZWfMIrR+76X62l764/EWVSUL3cw5hqdAj8Rbg1EqCxlaVzWl47/I8ygI2PSU4itBhcnQ6hQuBEYAKzpgbPg0XJpr2ENf76GijZZdPcpWWbqfKIomn9kBmBQCgP8bh5So9H7mdpdI+BHbJqr8pdTVexTXOe/H0HUVWCX/+hReksPRNAbtnCPxK/TJVUv2Podc7X8/zBn6XMYqHy/8Ak8uwRs3AUBXrjmP428JRWY8YX2mSS8vBjftHPwyFqJvnFDAAGj/fcupYS/8ALKS6V+YQn/BBZZLP5TUnUyjcqex4TyQ7nGePug1P2lqWa6vHxD6NsBQJFwB+Z4XX5KhiBGQtd+PWcWC3yyxTB/P1NAtFJ2SgSg3AXRw8IalQpTJp93UvlJ7srTdV7Q/3JZHFTmC0BxGJxV8jTyVmEJ2HLYGuqLjA4rBeks8XUQZi0I5PH+DQ2aNsHkAscJ7Q3kzaAoS7Z9UYFYzhFw9zDnLLa/qN93ek7PEGoNf4XPlPxYlJq6CnowY8yyRTf4b7RHpc8Lt6OyVSlZH2rH7z6CIL+IcAV1tOD4gzF1KgVRrdELjedKbv/nMzVoFbbu4K0Bauh4lkpaLazegGY70OGz0/swSUzJV5GpnyRvBYKYFAMH0TH79Rlp47TQvYdr+oq6aNDsl1K0XwDwf4NQ6UI1YUkviocAzXVwCAqA6lhSJR8vqfq4BUWWJpPtlSLLZTuepX5jYLSuSwOLwKzEXkGA20Xoxpm4/Adh894efGZg3twddHRTfmo9UgI4x2XyxKlk51J9+JbpC28r1dsL5z/k1Gxir6gbPWLG958f1r9xEp57+anMRhQ4Sn6gelyHzLizb5mXPI311G23IPHft2ePSH31y/8WbGU9toI4M3geweCWprvv3gFebTPzGLPHiZrGRd1Liy+Yx4VxefMIoTW09hpisEf439HZ9L+ly/pf2mW846BVr51GAaywQSUToLzEAaDrFnqzFWiVd7oexmHwlkQCFPaZY7gvJ4HLY89Yis90nBdRvnUEjvNbiH5JViTAN/RLxuDfM+X0aCR4ZcqPpySxcJzD+E+SLAlBXghIXYcn1gACg4+gs1cAqRcfCz2RO3WguJsx+pRbUoYWRm8F1A+Kt+go0/JXvF2nR57G+tHvAUJcyKwfCDYD3cAj5N+JawwIoINbj9FUUrSl++/s3Sha8uyN5ADKBsXi+ZaMeKu1185m/QYW3KafSKrZHlR2Otx5WAMcLafOYW1s7MtKu5SNsdizycekP8kaD6kV38Kadeh/kETJ3Gk0yzpnFwdjqABdWs7X+47vQvZVUwClFrWb/ggVsBWAOz3gFWTo3yuvnMovKgz/P/AMM+z//Z)
Question 20.Explain the process of urine formation.
Answer:Process of urine formation includes following steps:
i. Blood along with the waste materials is brought to kidneys by the renal arteries.
ii. Ultrafiltration: There is a bunch of capillaries known as Glomerurlus is present in the Bowman’s capsule. As the blood passes through capillaries, it remains under pressure and is thus filtered out. This filtrate gets collected in the Bowman’s capsule.
iii. There are different tubular parts in the nephron like proximally convoluted tubule, Loop of Henle. In these tubules all the important substances like water, certain ions and amino acids are absorbed.
iv. After absorption of these necessary substances the remaining fluid only contains excretory substance and that fluid is known as urine. This urine is secreted back into tubular part which goes to collecting duct.
v. Several nephrons opens into a collecting duct into which they empties the urine which is further transferred to ureters and then to the urinary bladder.
In this way urine is formed in the human body. Following picture also depict the same mechanism:
![](data:image/jpeg;base64,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)
Question 21.Describe the structure of nephron.
Answer:Structure of nephron is explained below:
•Bowman’s capsule: This is a double walled cup in which filtrate of the blood comes. It comprises of a bunch of capillaries which helps in the ultrafiltration process.
•Glomerulus: It is a bunch of capillaries present in the Bowman’s capsule. Through this capillaries blood is filtered as blood remains under pressure here and is filtered out in Bowman’s capsule.
•Proximal convoluted tubule: This is the narrow and coiled part of the tubule.
•Loop of Henle: This is a loop consisting of one thin limb known as ascending limb and one thick limb known as descending limb. In these tubular parts absorptions of necessary elements like water, certain ions and amino acids take place.
•Collecting duct: This is a duct in which various nephrons open and urine formed is collected into this duct and further is transferred to ureters.
Question 22.Write a note on lymphatic system.
Answer:Lymphatic system is related with the circulation of lymph. Lymph is also a fluid like blood which helps in transportation of various materials like nutrients, enzymes, hormones, waste materials from one part to another. Lymph is an intracellular fluid which is formed due to the leakage of blood cells, plasma, proteins from the capillaries. It is a colourless fluid.
For the transportation of lymph, lymphatic system consists of lymph capillaries, lymph vessels and lymphatic nodes.
The lymph first enters into lymphatic capillaries from intracellular fluid. Then, these capillaries open into large lymphatic vessels.
Following are the functions associated with the lymphatic system:
•It collects the intracellular fluid and then again returns it blood circulation.
•This system also helps in absorption and transportation of lipids. Several lymphatic vessels are also present in villi in small intestine. There lymphatic vessels absorb the lipids and further transport it.
•Lymphatic system also provides protection against diseases as they are a part of our immune system which protects us against several diseases.
Following is the diagrammatic representation of lymphatic system:
Which of the following structures is responsible for transportation of water in higher plants:
A. Sieve tube
B. Sieve Cell
C. Vessel
D. Companion cell
Answer:
•Xylem is the component which is responsible for transportation of water. Xylem consists of Tracheids and Vessels which help higher plants to transport water.
•Phloem is the component which is responsible for transportation of food to different parts of plants. It consists of Sieve tubes, companion cells, sieve tubes.
•Since, in the given options vessel is the only option which is a component of xylem tissue which transports water and all other options given are components of phloem which are responsible for transportation of food.
Therefore, (C) Vessel is the correct answer.
Following picture depicts part of xylem and phloem and functions of xylem and phloem:
Question 2.
The kidneys in human being are a part of the system for:
A. Respiration
B. Transportation
C. Excretion
D. Nutrition
Answer:
A Pair of kidneys is consist by our excretory system. All other processes like respiration, transportation and nutrition do not consist kidneys in their system. Following picture illustrate that our excretory system consists of a pair of kidneys.
Question 3.
How many chambers are present in human heart?
A. 2
B. 3
C. 4
D. 6
Answer:
Human heart consists of 4 chambers- Right atrium, Right ventricle, Left atrium and Left ventricle.
Following picture illustrate four chambered heart in human beings:
Figure: Human heart
Question 4.
Where is tricuspid valve found in human heart?
A. Between two atria
B. Between two ventricles
C. Between right atrium and right ventricle
D. Between left atrium and left ventricle.
Answer:
Tricuspid valve is present between right atrium and right ventricle to prevent backflow of blood.
Between left atrium and left ventricle bicuspid valve is present to prevent backflow of food.
No valve is present between two atria and ventricles.
Therefore, correct option is (C).
Mitral valve is other name for bicuspid valves.
Question 5.
What is the excretory unit in human being?
A. Bowman’s capsule
B. Nephron
C. Urinary bladder
D. Kidney
Answer:
Nephron is known as excretory unit because it is responsible for the process of urine formation in our body and thus helps our body to get rid of waste materials.
Kidney consists of many nephrons and since they do the major function- Nephron is known as excretory unit.
Therefore, correct option is B. Nephron.
Question 6.
In which part of the body blood gets purified (Becomes oxygenated) ?
A. Heart
B. Lungs
C. Atrium
D. Ventricle
Answer:
Heart (Right atrium) receives deoxygenated blood from different parts of body and then from right ventricle through pulmonary artery deoxygenated blood is transferred to lungs. In the lungs blood gets purified where deoxygenated blood is converted into oxygenated blood and then through pulmonary vein oxygenated blood is again transferred back to heart (left atrium) and then through aorta oxygenated blood is supplied to all parts of body.
Since, purification of blood i.e. conversion of deoxygenated blood to oxygenated blood takes place in lungs. Therefore, correct option is B. Lungs
Following picture depicts the complete process:
Question 7.
In plants, food and other substances are transported through .....
A. Tracheids
B. Vessels
C. Ultrafiltration
D. None of them
Answer:
In plants, food and other substances are transported through phloem and its components.
Tracheids and vessels are elements of xylem which are involved in transportation of water.
Ultrafiltration in no way is related to transportation of food in plants.
Therefore, correct option is D. None of them.
Question 8.
Mention the color of blood and lymph.
Answer:
Color of Blood= Red
It is due to the presence of haemoglobin pigment in our blood. Due to presence of this pigment, our blood appears red.
Color of Lymph- Lymph is colorless as it has no haemoglobin into it. It is the fluid which is present in intercellular spaces and comes from the leakage of blood capillaries and vessels.
Question 9.
Define Transpiration.
Answer:
Transpiration is the process of loss of water from the stomata of leaves in the form of water vapour. This process takes place when adequate water is present in plants. This process helps in regulation of temperature of plants.
Following picture also illustrate the process of transpiration:
Question 10.
What is transported through phloem?
Answer:
Transportation of photosynthetic products like carbohydrates takes place through the phloem. Photosynthesis takes place in the leaves and food formed is translocated to all other parts of plants. Transportation of food through the phloem is called translocation.
Question 11.
Define Ultafiltration.
Answer:
In kidneys, excretory unit is present which is known as nephron. Basic structure of nephron is as follows:
In this there is a cup shaped Bowman’s capsule in which bunch of blood capillaries is present which is known as glomerulus. To this glomerulus the blood having waste material is brought by afferent arteriole. Now since glomerulus consists of capillaries blood brought to glomerulus is under pressure and is thus filtered and is passed to Bowman’s capsule. This process of filtering blood through glomerulus is called Ultrafiltration.
Following picture also depict this process of ultrafiltration:
Question 12.
Name the organs of excretory system in human being.
Answer:
Following are the organs of excretory system:
•Kidneys: A pair of bean shaped kidneys is present in the abdomen on the dorsal surface of body.
•Ureters: A pair of ureters arises from each kidney.
•Urinary bladder: In this bladder urine is stored.
•Urethra: This opens by a small opening which helps in excretion of urine from the body.
Following picture also depicts the organs associated with excretory system:
Question 13.
Name the components of circulatory system of human being.
Answer:
Following are the components of circulatory system in human beings:
•Blood: This is the fluid which transports nutrients, waste materials, hormones, gases like oxygen, carbondioxide etc.
•Lymph: This is the fluid which transports nutrients, waste materials, hormones, gases like oxygen, carbondioxide etc.
•Heart: It is an organ which takes deoxygenated blood from the complete body and pumps oxygenated blood to the complete body.
•Lungs: Lungs also form a component of circulatory system as purification of blood takes place in lungs only.
•Blood vessels: Blood vessels carry blood into them and transfer it to different organs. There are two types of blood vessels:
a) Arteries: They carry oxygenated blood from heart to different parts of body.
b) Veins: They carry deoxygenated blood from different parts of the body to the heart.
•Lymphatic system: This lymphatic system is present all over the body and helps in transportation of lymph which helps in transportation of various things like nutrients, hormones, gases etc.
Question 14.
Differentiate between arteries and veins.
Answer:
Question 15.
Why the wall of artery is thick and elastic?
Answer:
The walls of arteries are thick and elastic because blood in the arteries is pumped from heart and is under high pressure. To bear and deal with that high pressure in order to avoid bursting walls of arteries are thick and elastic.
Question 16.
What is the advantage of four chambered heart?
Answer:
Human heart consists of four chambers i.e. Right atrium, Right ventricle, Left atrium and Left ventricle.
Advantage of these four chambered hearts-
•Oxygenated blood remains separated from deoxygenated blood and mixing of deoxygenated and oxygenated blood is prevented.
Question 17.
Define Excretion.
Answer:
Excretion is the process of removal of waste products which are formed in our body during different biochemical reactions as these waste products can cause harm to our body.
Question 18.
Explain the excretory system of human being.
Answer:
Excretory system of the human helps him/her in the process of Excretion. Excretion is an essential life process in which waste products formed during different biochemical reactions in our body are removed. Excretory system of a human being consists of following organs:
•Kidneys: A pair of bean shaped kidneys is present in the abdomen on the dorsal surface of body. The kidney remains divided into two portions – Cortex and Medulla.
They consist of the nephrons which are the excretory units.
•Ureters: A pair of ureters arises from each kidney. They carry the urine formed to the urinary bladder
•Urinary bladder: In this bladder urine is stored for some period of time.
•Urethra: This opens by a small opening which helps in excretion of urine from the body.
Following picture also depicts the organs associated with excretory system:
Now as told above that kidney comprises of excretory units known as nephron. Structure of nephron is explained below:
•Bowman’s capsule: This is a double walled cup in which filtrate of the blood comes. It comprises of a bunch of capillaries which helps in the ultrafiltration process.
•Glomerulus: It is a bunch of capillaries present in the Bowman’s capsule. Through this capillaries blood is filtered as blood remains under pressure here and is filtered out in Bowman’s capsule.
•Proximal convoluted tubule: This is the narrow and coiled part of the tubule.
•Loop of Henle: This is a loop consisting of one thin limb known as ascending limb and one thick limb known as descending limb. In these tubular parts absorptions of necessary elements like water, certain ions and amino acids take place.
•Collecting duct: This is a duct in which various nephrons open and urine formed is collected into this duct and further is transferred to ureters.
Following is the structure of nephron:
Question 19.
Explain the structure of human heart.
Answer:
Human heart is an essential component of circulatory system. It plays important role of pumping blood to all the parts of body and circulation of blood is quite necessary for our body in order to transport different nutrients, hormones etc.
It consist of four chambers which are as follows:
•Right atrium: It receives deoxygenated blood from inferior and superior vena cava from all parts of the body.
•Right ventricle: It receives deoxygenated blood from right atrium and then transfer this deoxygenated blood to lungs through pulmonary artery for purification.
•Left atrium: It receives oxygenated blood through pulmonary vein which carries purified blood from lungs.
•Left ventricle: It receives oxygenated blood form left atrium and then transfer it the aorta which pumps this blood to all arteries and in result oxygenated blood is circulated among all the body parts.
Valves are also present in our hearts which are as follows:
•Tricuspid valve: This valve is present between right atrium and right ventricle. This valve prevents the backflow of blood from right ventricle to right atrium.
•Bicuspid valve: This valve is present between left atrium and left ventricle. This valve prevents the backflow of blood form left ventricle to left atrium.
There are certain important arteries and veins which are present in heart and are as follows:
•Inferior vena cava: It brings deoxygenated blood from lower part of the body to the right atrium.
•Superior vena cava: It brings deoxygenated blood from upper part of the body to the right atrium.
•Pulmonary artery: Right ventricle pumps deoxygenated blood into pulmonary artery and this artery carries this deoxygenated blood to the lungs for purification.
•Pulmonary vein: It carries oxygenated blood from lungs and transfers it to left atrium.
•Aorta: It receives oxygenated blood from the left ventricle and then transfers this blood to other arteries which circulate that oxygenated blood to all other body parts.
A separation also remains present between left and right portion of heart which we call as septum. This septum separates the left and right chambers of heart and thus prevents mixing of deoxygenated and oxygenated blood.
Following is the diagrammatic representation of heart which will provide a better understanding for the structure of heart:
Question 20.
Explain the process of urine formation.
Answer:
Process of urine formation includes following steps:
i. Blood along with the waste materials is brought to kidneys by the renal arteries.
ii. Ultrafiltration: There is a bunch of capillaries known as Glomerurlus is present in the Bowman’s capsule. As the blood passes through capillaries, it remains under pressure and is thus filtered out. This filtrate gets collected in the Bowman’s capsule.
iii. There are different tubular parts in the nephron like proximally convoluted tubule, Loop of Henle. In these tubules all the important substances like water, certain ions and amino acids are absorbed.
iv. After absorption of these necessary substances the remaining fluid only contains excretory substance and that fluid is known as urine. This urine is secreted back into tubular part which goes to collecting duct.
v. Several nephrons opens into a collecting duct into which they empties the urine which is further transferred to ureters and then to the urinary bladder.
In this way urine is formed in the human body. Following picture also depict the same mechanism:
Question 21.
Describe the structure of nephron.
Answer:
Structure of nephron is explained below:
•Bowman’s capsule: This is a double walled cup in which filtrate of the blood comes. It comprises of a bunch of capillaries which helps in the ultrafiltration process.
•Glomerulus: It is a bunch of capillaries present in the Bowman’s capsule. Through this capillaries blood is filtered as blood remains under pressure here and is filtered out in Bowman’s capsule.
•Proximal convoluted tubule: This is the narrow and coiled part of the tubule.
•Loop of Henle: This is a loop consisting of one thin limb known as ascending limb and one thick limb known as descending limb. In these tubular parts absorptions of necessary elements like water, certain ions and amino acids take place.
•Collecting duct: This is a duct in which various nephrons open and urine formed is collected into this duct and further is transferred to ureters.
Question 22.
Write a note on lymphatic system.
Answer:
Lymphatic system is related with the circulation of lymph. Lymph is also a fluid like blood which helps in transportation of various materials like nutrients, enzymes, hormones, waste materials from one part to another. Lymph is an intracellular fluid which is formed due to the leakage of blood cells, plasma, proteins from the capillaries. It is a colourless fluid.
For the transportation of lymph, lymphatic system consists of lymph capillaries, lymph vessels and lymphatic nodes.
The lymph first enters into lymphatic capillaries from intracellular fluid. Then, these capillaries open into large lymphatic vessels.
Following are the functions associated with the lymphatic system:
•It collects the intracellular fluid and then again returns it blood circulation.
•This system also helps in absorption and transportation of lipids. Several lymphatic vessels are also present in villi in small intestine. There lymphatic vessels absorb the lipids and further transport it.
•Lymphatic system also provides protection against diseases as they are a part of our immune system which protects us against several diseases.
Following is the diagrammatic representation of lymphatic system: