Class 8th Science Term 2 Tamilnadu Board Solution
Evaluation- Choose the word that is different from the others in the following and give reason. a.…
- Name the joint that enables the movement of head from side to side.…
- Fill in the blanks: a) A tendon connects a _______ to a _________. b) Earthworms move with…
- Which one of the following is not matched correctly?
- The skeletal system has many other functions besides helping in movements. Do you know…
- Identify parts A and B and state their functions:
- Draw the given diagram and label the following parts. a) Ball: b) Periosteum: c) Yellow…
- Copy the diagram of the human joint. Name the joint, label part A and B and write their…
- Give reason: a. The movement of animals is based on their skeletal system. b. Exercise or…
- Choose the word that is different from the others in the following and give reason. a.…
- Name the joint that enables the movement of head from side to side.…
- Fill in the blanks: a) A tendon connects a _______ to a _________. b) Earthworms move with…
- Which one of the following is not matched correctly?
- The skeletal system has many other functions besides helping in movements. Do you know…
- Identify parts A and B and state their functions:
- Draw the given diagram and label the following parts. a) Ball: b) Periosteum: c) Yellow…
- Copy the diagram of the human joint. Name the joint, label part A and B and write their…
- Give reason: a. The movement of animals is based on their skeletal system. b. Exercise or…
Evaluation
Question 1.Choose the word that is different from the others in the following and give reason.
a. Clavicle b. Skull c. Femur d. Ball and socket
Answer:Ball & socket
Reason: Clavicle, skull and femur are the types of bones present at different parts of the body.
Clavicle, also referred to as collarbone is present between sternum & scapula.
Skull is a bony structure that forms the basis of our face structure & protects the brain from any damage.
Femur is the longest bone in our body which is also known as thighbone. The head of the femur fits into the hip socket & the bottom part connects to the knee.
Ball & socket is a type of joint in which the end of one bone consists a ball like structure which fits into another bone which has a socket like structure. Hip joint and knee joint are the types of ball & socket joint.
Question 2.Name the joint that enables the movement of head from side to side.
Answer:Pivot joint enables the movement of head from side to side.
The moving bone rotates within a ring that is formed from a second bone and adjoining ligament. Example: Atlas & Axis
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WMK8hVBHNMwrxBXb6kdphEMeSX4/wClrN0Gg9RNhbc9qv045millrusUqgMYLI+dadVJAJSZVbGR9fY+xrfRfquTetioXbEYS00bxWFH6VvVpHrXO3hm/K78TlfJ8Y8n7Mx1VnS7jZeqL+3yFUo7on4htyL4Rb0CH8dhCnASaQtHaEcYIYe4ckHlkLT0000DTTTQNNNNA0000DTTTQNNNQr1c9Rq3TtJ5pUlmtssi160SvJJcsLE8iRHtRuYojwPKZl4qPPk4BCZyyKiszsAoBYknAVQMlmJ8AAecnVXL6107zTR9OU7u7zxOok9sohhhVgx5PuNoxwcvGAiuWb7AIBI0UPQFrqVH/wsttIWMFgbXCTWg2yIvYTjNPUuJNbaaEHhK7gI6uSvHMerS2oJFFNFXiJjgWOFIocQ9hY4Y2jpfKzwNhVYHmCi8WRc/EnQQPsdYXF7j3tg253X4Vkry7u8MbcfnPakmhU2I2k4uI42j+IILcsa47V6cy+JN16r3+y4NSTklmPbYkkEfmaOCqiAVpHBUcmbJ8eSC7WXukjjPFCcYI4h2OA8OZCyFfimWJgyWlC4H+kNR8WSyxcZJOaolppGMgUQlZDJbamLuXqTBCkdfBMTHkQPGghMO6z9IXUitzTTdKTOyCxK89ubYbpEQWLcrMjyNJUtTyflsePBnVTgEZucHUC6g3Op7aapuJbtzU7ML1g01qy8Jhqi5USGvYknt2DHZBE8AJjDKPBPy0HoFujUIo9juSyM0QuHbnkimrSW9kqzJCPc15olaGWBpVgCvguio6gg50FuaaaaBpppoGmmmgaaaaBqn+rOfWF6Ta67zp03Wlkj3OZGMP4rbjYo2w15Vw4gRhynlQjOO2CORIzPXHeZ7b1+nNptLFut9OU8g4u+27GpZbt4RuOJZyvtlUlWJkZl8xkrP8ApHp+vtVGrRpR8KsEKxRrkthR9szE5Z2Ylix8kkn99Bsa0KxoiRqqxqqqqgcQiKMKqqPpQBjGuzTVf7lulverUtTarHY26CcRW7qjuPYnilQXNo28HiFbtl43uqzGKQMir3FYxhveuOu9r2ONH3bcqlYNkoJHCvMAyK5ggGZJApkXlwU4BycDzrF6Z642reZgu27xt9gRlg8UckUzNJlXhkxy5BU7bsCowT5z8DrO6O6NobRHJHt9UIJJGlkdnktS2JXZnaSxbsO80rcnY5d2xk4xrYbxstW5GI7dWvNGCSFkjSUKxVkLKHU4bizLkecE/wA6DP01AYPTQUq6QbHu+77fEqkcVlXdlI4qsKhN5jt9qNAuAkBiBBOc+MaL/Y/6o/8AOBP/APJ9u/8A50Ft64TzLGrO7KqKCSzEKFUfZZj4A/v1Atm6J3VUQXusN2nb5h+3V2yisiktxCBNvaWMhSByWXOQSCuQB2V/SDZBde7LQNi6/lpLU9jc/IOQViuTyRoR9Dgq4HgYHjQd49S6VhHO0JZ3NlcKRRVJkIIJLLfnliqFVxggT5zkAEggYMXWe8tXab/BG2GGfyjdp9xsED4gSGPHnPlx4B1YYGmgjHRnWUe4STVpK1mrucMUMs1ScJ3IopuQimjkhkeKauxRgJInYAgq3BwVEO/qPUUYdo39SBPtW6QMRw7pmo7jJHte4V41MqKJTFZEis2cNGo8AnW+323DY6j2KGOXE8dHcr4KqxFmmVgqGATKOJjMtmOcryPmGE8TlWXn690IrPTG+xzoGT8NsSj5CLjNChnryrI3hXSaNHDfsVGgm+mtP0RuDW9s26xICHmoVZmBKuVeSFHYF0Yqxyx8qSD+x1uNA0000DTTTQNNNNA0000Gr6u32LbKF29Z5ditVnsuFwWaOGNpXWMMQDIVUgAkZONVB6d9JTTzN1JvIj/F7cfOCM8bA2GkRO1CCk61+Uu4dq0A0RIEhZsfpAOg/rj6qjqxdO0rcjDbrG7JPdRXliaxt1Zo1nhk7aMr1s2AzRkMxZYeKnBIvjd178MkSpKqyRkOyMYmVmSNe1DPHLHJHaaN/hYQ4QrnkCBoONGbDKpKspawDmVpCZO6R8I+z8sgsZEJxDhVAI8j5RWPlFFJ2hK1dVaMMJswKrK8WHhUvRVnwJiFLEqDjOD07criUMzMSzlB4dQe3LOwiVWndUmRBiWb6nwCMeAMkwgN3I2ZUAaXBMrAflMkTle6B7YKD/ZgoHIh8BhkhzlrgGQ9yPHcRXyU+c7e2ENiTMJCWowo4RgcWJjJ8kcYXa7tu124SsMaNKhnVq4kNx4iJYKJCiN96dFk7zNmOIBAoZgzLvfVLe7G17BvN2uV9xWoW54eSNYHKGJmjMqo2WDMuS3gKDlv0nUKiuzbmtmh0lPWhr13SvbtFndFadfcXINtnhmZW3sNOZpLjROOUy5ZnDYDL3nqDb9mp11ieCOFe5xJuV68kj1Le3xW4ILl1leWt8Je60nyZYSAQDFqMdL77DuvV217htIWzSC71t1izFHLIIGmSHcqQsTsFRaxSPijjn83ZCFLDE42H0T2Wu/et1DuF0/dncSN1lKhgY0UzqUjSMAKgjReIH8kk2HDAifoRFHj6AXOPA+h/Gg7NQfrn1Pp7XZjppFcubrIMpUqRG1KFK5SWwQQkFdiQollZV8sfIRyv31w6+TpvZLd9lVp1AirxnJFi7JkQRkKQe2Dl2wQQiOR9a0H9NlMnpvbrUr87VuMXbDCOSkXms2DbU8WkwY41mMfJBxlREA+IC6Dm/XnURdjF0Sz1SpMTjdaXOQlMwGWFQUSJnI5OksnFSWAcgKeJ9XLNbkN06U6ghdI4eZgSHd070pKKkTU5i7xl1YBzGvgLkIWUasynOZcOBiMjwCroxBCkGRJFVo2B5DgQfHE5H1rqvFi3xZhjh5Afxk+QFClZAwGD4+A86CDdN+t+w3pDF+Ie2nEXcZLkUu1GPyFeIyXI442mVjxKxu30xGQM6sZHDDKkEfyPP8A9dRLfOlqe7Kse8bbRsoy4IkT3Pt5QpwlYvWX8pQ8oFrMbeQMZbxVFqo/p/ar261qd+k7FkQ2qsg+OyvM8jpuVMt20rVe/IsTVsFmGXzI5wgehdNAdNBU3TTmT1A34zcFeLp7aIYAUdWmqvYtzTzJIZOLRrYPBiEPkoAV4OHtO5YWJCzMg8qo5MIw0jsEiTkfHJpGVB/JIHnOq89SumNwi3CLe9gED7klQU7FaYhU3TbUeSwlWCViBBdEznhKWCfL5hgoGtb0x6h7fc3aOpeG4bbvjqrPStgrHuCopRWqMWkqSHmFZZK7iVu0AchGACY+oW7WK0McNDi+427KV4FdgggQgG3b8L5jr11efDfqYIgOXRTs+jNhr7ZRr06aMteJCq8slnYszSzTMwBaaSVmkZz5ZmZv31FNqCXupd0svA5bbIYdrrMxUoLNyvDuO4SRqgZ0LQyU4zK4AAVwv2+Z7XTiCMIF5ZAUYwCAWz/JL8jnA+x4+yQ7dNNNA1oes98fb0qShI2ifcaNSQE8GAu2YqkMkLE8SyTTIxQ+WXnj5AA77UE633WGxsB3CeB/b15am6OhIZooduuw3ZZPiwBkSKuz8VJyRgcsjITvTWDse4Larxzpw7UgMkTK3cE1ZiTXnVgB4kh4yY/bljJxnWdoGum05xxVSSQw8ME4/FiGLEggZAXK5ILDxjJHdrBde65Bx2yjKQYzl+LssqO8g4mFhjCgAkDkCQdBWUMjzeorqzgRVekVCLxYl2ubgDKzScsDHtFGMZOT/GsX+ozqVbkS9MbbKj73uYMJUMhWnRQxTX33Ajk8MctLuRoQhYlsrjGRHur+k5tz9R5BBuN+pGOkEWeWqUikEcl6RUrizLG/b7mGYSRgSKYRxZT51aXpb6Zbf07HYFJZ5LE8plns2H91YtN9Is1kqCY0HhVAAHyPksxITCrAsSIiDCKiooyThVACjJJJ8D7OuzTTQNNNNA0000DTTTQNNNNBR39S1So+7dGNeWn7c7nehmadVZPZS7fN7qGVnRgInQYJOADxYlePIb3o+ZNi9vtd+4xqM7fhc7IqLJtoRp32mey8kmZK9eLzJKIjJEEKl3SQiO/1Y2jBN0rKoLE7taq9tJBDK629us13eFiRgKrnLclIJQBlJDCeXpBch3OruMSS0/ewVODIpR4paVCYHtrIS8KySyFkkGWP1hQMhJK8sTPIHZQVCZRjHyEZllWszqhx2GKntE4J+WfOQOFyaQcZDI8RdFQRsYh8nJISMMSDuHjiAWaP+4+dQCM7nswK7aJ9xppIje3leQS7fTdnRTVukN7xSYXxBMWmiDJlyAA2T0/6h17nbWQyVLYhnianalkpz9yNGSSsBJJwkHdj5jcUYgAxqDlzoJx1Lttfc6VujO+YLNW1WkCOFYxMpgs8GGcMpfiT5w2M6pf0/wCpf8CKn4Xu1Ob8GgeV624wdi1Gdunm51ptwrVQk6Fe8InsmDi8gc5IPI3ZTkJlU912DGzGR2pFXMc57eW8pGY15R8jju/EgniBrTdSs8ayzxGcL2pLKgLYlKypW4xyrTiUPPYyQo24kCTHIYkBBB0X6k7PvKo22brTmLM6qocRyFkIDg1pOMoxkHyoyCpGQQdSzVS9Ten2z7spju7VFYVLMiiRhK8iyvNVeRVuyZmliZ2YSyq5EKo8XgxnOp2n+nzpeV1P4DWMeFcMs1ghuXd8Yaf5VgFUrMP15HgDOg6fX3qvb23jpmpPdp9mKxb3Obm8HbhEUM23057jy2oh7VbViQPErM79uRApweOH6cdSnYe3s2/Waxh7teLbrsrwTLuFNvcHba+5dk5hcV4CYWmAEpXIbkGQSWT0f2KAy149k2nsT2K/dQ80Wbs+1EckjqhSK2olmKVUAWXlyLDL4qPp/c7vSm7p09etJJt8UViTZrBJsu2JFElG1DEhV5zBI0Dd4RrDF3GQ4KaD1NWuIGmSN43eOVI5MFWZJezAyx2MMCLTxSI4yAOJjPgEZ4bxOeUICMWLp8V7YkcF07naaSVVEaLlpR5JTkFy2Aa06a9HNjglsTbbXeuXXDPWuWaQXtQV4jXrPXKLNTyZC8z8mErSfv4STXOh4puRku7yIZPDp+I2VSQcpQqmRZBLGgEuEMUi88RFwSoOg7tw3yDblSS3YpQJFRlkLFUi7NeMKrWkj9xy/Cu40SCFcvzaAZ85Hm/+orrKx1JtO9rsxVen6laOxattjublZFyWCvt6AMvOk3xnjnQMvGIqWyxTVtUOgdq26xHuUlexLYgSvVilmll3iwxdYFilkS3C0tfeBLamxVhPaKuJGXlwEWJ13Qlv1d8rySXHb2XUka8VrWGgBkrc02yWxWhcI8NowyRyvhRyVJMJHIQurY762qtaxGGCSwRTKGwCqSIrqHAJHIBvOCRnWZqE+gt2Sz0v0/LM3KV9opMxwF5N2E84UAD/AJBqbaBqOeovRVLf6E1Hc4BJXkA8jCvEwYMskEuCUkBUeR9jIOQSNSPQ6Cjf6aNsZNl3fu2Zblx+pNzV5bR9wZLFR0p1pCpwWPaqxNwLjzkBlGALrLcjxAcYbyccRkBWC5b9SkNjK5HhhkEHVI7zYm6Q3rcp7FWWfpXdrKyuYlkvS7furVGS13qwR5pak6VVPIEqhwoVQdS+n1jsVg19zq79tK/lrC8rTRL3KKixP7NkeVBCwZHk5FeYEUmR9kBPbN+KJgsksaueOFLAE85FijwmcnlK6oP5YgfZ1yWdmK8Y24FvJPwwvDkHCHyfkQmDxIPL+PNUS+sdSQPH05WubjM80jd1jPXpREgl5JN6tqYUrCQCIRwlvmQqrnUUFO5u9qvFu263dzlWCeSWhtajatvil7bwSJb3ozJJPEkjGMxLK0nPBMQUSLoLZ636126lIa25blt9aGSvMjySXI6kkUxEfbijiYhuTRSNJ3ARx4p4PMEaGn6x9KU6gjh37aFrQRdlUSYSFYolKqkUS5eReKYHANy8YzkZi/SHpGasEckGy9L7XL25gf7O3UEsMhZiHk3KzLD/AGZkA/L4txPHDYJAkE3UMvTtnbod1p15KFixDTgvVq61faXbE0ixV9wphmWGqzSHFhHILSYZBlmIcds9Y9gj9uZzPRqlY46MtmrJRrWapRjDPt1ox9pK7xJgCRozxVPiARmwOmZ1kjBr2q01YKY17R7gQKxMIMvdcs/YZAxY+WHIBQ2BXbSXupZopoL0kHTrTTQmGP2xfdKiM6e8Fh4Jz23ni4GuvYdYX7hk5kRLCukvTLobcZ7kCbVWXc05SyVpnuUe3xThI1IS9tpNt7sTkTIjAZb6HFQHodTK3kqqENJj5c+QDOsZcBR8WTD4zkE484ya7vdfbRtL09ta3Ba3deUdSnXDWJWmUyQwRK0ssvYnMUvaeezMikCZyUUPxp3qD+lbbK085pOxilWNY4rKmx7aRpbEUzm1G0IiriN42i7zO8jxkZJ8Ge7R0tZ2yGRE36zBSSGOZ4q+3VNrTsmA/mzpBSad7RWNYDWry17ASPkrK3AkJZ6U9I3I725b1vJRd0vJDGK8fEpte3QFzUpPKn+XugPylmyVLfFPioLWPqgPWnoXbds2fct22/b+G9UkF+G2wsXJ4rMXDttPaey8k0BiXxHIXhRAea8QRq8en74tVKtheWJa0MwypjIEkauOUbeVb5eVPkfWgztNNNA0000DTTTQNNNNA0000FJf1jbY0my0LhrpYp7fvdLcbkDKJBY26NZobQEZA5sFnzxLKvHuZzgal72lYV5hLH2rm71XqtyRTZh9hDOpURrwac+zk4GXB4gDkPCma7pQitQTV7EaSV5YpIZEYcllhkUpJG4/dGUkEfwdUBvce4dBAMIZdw6NjmMqheclzpxWwrLFI7ES7XHFzjXyjqsxy2IzzCyNsoyteve5nBVtwUQAFI+MQqkvHt3GcNDuHJ5jZkHl1DFQvL49PUHS22bkI0tV6MkamVwWSKdMJH+dZRWtN29nL8opIFCkyHJIyXbOo7jHuu32rG23Ip4bMREEkU7KqqsEiCN7EOexJHYV+Uwy2QqnyqqN1u07wz8UWQ1zWt2JXUSzmKeA1PbrGiEkllLn26jL4OAflkIknpzD22i23cN1pKyQke1uSSCBQ03F4KVyexXh290QLHHBGuASMfAcNdd9Pd0SBFXq7qEpyLlHj2qSVlMX+aw2pKg43zLgpLy4KAyjjnnqzNgmMsKSEjg4LLgs3JWd2SUl1VlZ0KsYiPyzlQTjOu6WfiV+ZIaQYwpfCccnmy/SfE/mHA8qP3GQqin0HuSTfPrTciz+6bgtbaByQTrwkrxvUKxpCj8bPBPzpGVvh+lst/Ti9bgBTrHeu20SGN44dqjD4DmGQSVtvBen8wyxcgB958gixp7a9xA5ZUxkfqUNIJAoSQ8PBLFOC8syZf4kL54yy8cvxlYhgwRST+ouGb5BSXCFmaHLY4jivLGQgUnQHYgdtw33qKxC8tRBE9k1jyZoIViM23NA/dksnlzWVFUsoOUVg1Qer/p5Ur9TdHz7VtTRTt1DHFP22ETWEgStuLS2JGnzLcRTO7WA+Ww4YuQh16DnsB++00dlFXcai8i6zrI/d20o9KM5Bo908GkcI6Os5UDIbVW+sm7PFvPSzmWpDLDud7tNZnKxRxts1hBPN8EY1O+jhZH+UhVwGQEEBbvSW0NDAomkgdxPcYNEHRVie0z14YQ0zduFIVRGhBK8l/u87lpQGYFlOAh4gFmUMSoZgpJKkjwcDHFvJwcVl091Hu9bCS7PFdnHbWxNUsVqrSTiOAtLudG2kDV7fYeMxRLJLzTJbtDtjWz3b1DnQKIenOoHkYtgBKkJPFS2B3bmCCQEOAcBs+MZ0GVd2ma00haf9FnaEMSm1iA17UFyyO5y/OmYFMWuABVeLcRzbUF9Vd6XZ69yGoFtWb2434Y6NSSUT2rdiqssuEimJrCF4lmnkwVKyyOeBlKyaL1Iu37FNhutuHb43VEr1trdtwu7qrR1Wiq0bcFSOVdnadsSLFE75UjulCAbB9DPTGLZakU1pRLvEgLyzP8AnPGXLHtLM68y/FuLysTI+ACxRI1QJb6bbRY2/aNuq3p1mtw1IopZFGBJKqgMUGB8AfA8DwB4GpBppoGuE8qxqzuyqiqWZiQoRQMszMfAUAZJOuetD6jUJbWz7pBXDmeXb7cUYWQ1maV4XVFSwEYxsWIAficfxoKM9MvZ9aS2t23gx2IbM1+vtVGZo0NahAlaO5NBUklbO4PJErsVLIgJ+aiTiNzuX9Omw+894kV5Z2mjLsLMtrniWFeHGeKVnjdRiWZm5p8m5Zyw49C7GnUnR2xW9ksT7fuNepKabx8a6QX1ietaitV1g7E1SWyjMzdnJByuCTnfXK3WPDtpL0sJVkiPe7d5hZh5A2P7IsgEDIpHxEj93B/RnwGJN0ftopirahinp1I0khivSe5rw14KXAL7ies5g2dO2eF1xyZzOAOAUNKukurY9ybO3V5HqBq/Gd1npwWq6mFWlqStW4tMh8pHGOzKjIVlOHEcV2D0zJJk37d7+5dySGVo5I/Y04kM801ONtuVg0ldWIQVZZJVRu2zRgY42jV2GtWqpBXqqsEcMaJGmE8QpElbjlgO9GsESo7EFOCYK40GQLDFMYf9CsW4ODwZGw4iMXmXmuDF9gEE4yAYP6+3A3THUqPEcDZNzDfCSTEvteUBiUwYeL5gtMp4xsvkgqxWRzp3gFNhw/NhHwZOT+2msK61TM3IWuGEmdgVKkgYyWGt6rqiWs0c8lUVzXmjlcRwCNoChNtrcc8z/wCJWyElRSsgK/q4nkod3o8yy9ObEQJAPwnbx5DwHKV4gfDBW4Fl+/pl8jKt56vUr0/pb7WRN08GFecc8TNTlqMQPdPBZDkxwyRrwZDkcc5J8ERj+mq+JNhr17M0bWKU9ja5wZEtGOzRtSV4o7EyxKAoRYmhH3xZPk5+RsfepWSBo0llExidVdRH3GkEMjg1o5IzFJazGW7ZAXHIkYGCFU2+ht6Vnhg6qWSIGQO92lWvTU05RNWeeSO3FHKUdJZ6/druEMjcgPHHadKenyxWHtXNzt3rq2ZjFJMa4eu0lXsy168VR4oV3lI4VRrLq5EYKrhWfjOIbYWVFdsS4YAB5JwIRJCrGIdtRJHjHcmbJiZwpJDDW0nZeZV84KYyGYYUhyxYKfgAE8SHHk4BB+wrb17EcfSnUJblyG07jwMHHIEgYSmMA8+zzZBMW8YL/Q1P+kK3Z26hFxReFKtHhc8V4QovGPmS3AYwORJxjJOod/UPDEeleoFsyyqjbZadnUOxAVFChEVwC36R2yyK/nkQC5E72f8AzeD/ANTF/wDgugytNNNA0000DTTTQNNNNA0000DXx1DAhgCCCCD5BB+wR/Gvumg8m7z0F/gt1kTt28fhlbd4bBq8kS5Wa3CI5LlLdIJpY/y27rGAhsqzhQ2MobB2vqfftsgT8d2O286lou5tjvuiTwSfHEteW6LC3s1+4lmRZFSMohZXdlMx/qD6YfdNhtrVjU7lXMV+k3Hk8V+nKlmL27/qSRxGYeSENxdgD511dOdUrue209xdQi2Nvq2GBKAQRSrUmMSTvWIbbz3DHZfLmI5AxjkA1UHrZs0JkWbcWieIsZI56lunI68J51gSnMgmFsI8LNLwZZicICzYTYy+r2xM4ig3KCV/kiRwRTXnlAjWQ9qGrE7PEFyCiA5KkA5UjUm2NpJWUMB2wq5wyZcf2qMxNF2F/wAVDCtDKD3HPkjiCW2VxSnEBiWJychV5H4gOjdvibIAAVSQD++cZAVptfqZT7mWrdQqrS2FCvtO8SNGPcyM00je3ZXhlCxtXQKGgRgpC+UXJb1G4Iqw7D1NYYyQQIVpmoRJMmQXluToBIiSASWSVjJLfL4nEoVj3ojFLHxMzIvAVzmT3MrWkrFvl3cI3ugcnCsY+Lg6yyo9vH2lrIEqj4KyCEwiCdY0mk4EjbMkFWRVb4jxx5LoKk9UPUTddn2qxfbp+rDD3nbt2dx4zF1tRxxQ16tFJojG8USSSQRzgPmclWHMvufSTprcpUXcupZ1e/JwsxVO0va2BmjtRp7T5tIc1pBG0XMlSZhkhyTj7PvVPfeq5oRY71bakWyglTtK2+TbhcozT5+AnNWCAVYHRXVWkl5M0iridttj2aqGRuVmOIMJIxXmkrXDVmhNqnJJF2xu4WXj3HQRcWA4BWYaDP2iq0cjK8pZI2SOMMJXZI+3W8W5ZJ39zaZkLizgFFbgckMz7uwuR9ZIIxghSMkZw38Y/wCf61pqu2iMy8kPAEovJYgsMDRwBoa/EAimTHzkWTLF+ePiEAxevNzi2zbbl/hXBgpNJluMaS9lHapWd/vg0snFFXJ5sMDJwQgnTijfepJ3j7v4VtUyFizFlub9JVrcUhgmBerDTrgFq6FF702SvISZuPUI9Dem223ZKoni4bhZB3C9nyz7rcAmumV+TFmV27QYs3xjQZ8DU30DTTTQNNNNBSfTKL0h1AdsYxR9P7nNYuUTzFdNr3FIoxb2rtlRH7eYsZokRhhgwCHy+rPvzn9E4iZO/EVMnZXsOJYRWRsyEG48rcoSqYyqBiGwW0Prt0kd42WeOFYzdryRbhU5qHHv6bd6uh8clSTiYWKENwkcA+TnV7H1us+1bTcaK8te7HViK8bEjwT3IYRDUSwsqt+ZM+BdZmETclZk5HgEy20iZ0cNxzkBecDdqdHkFpcRIQ1vkOEwLMilRwOeROfLUwGCojR9qRQjN20UFY1WHtLGVMJ4klmDMuWABDEDriiJZm/MP6EYB3AIR3KKimfiki8vm4GZMD7AAHdfk8OpKcTE2eS8wg4vmSVeY5ReMcB5+/P8Bp7Ubyy8l5FHV4yrrJF7mNXk+Fhva5rrEXftsPMuRknw2sa/OELhpLY4wNakdI5gxj9s0aWu0KrRy3VMPD2AVs5WQx54rrezRAuski/99CD6HwB/KMw5kP8AmgMhADKXHgfPPx6wZz3QmS5MbKoGHKMoYElj7lY0Pzwow2BnB0FQ7rTXpDepN1i5fgu53a8F6IOyR7XuNiUpFveOPB0nZljlHFSjlDyYYC2xuNlyp7alysjrxC9t5Py5V7cEkkiBHBw3eOVIDKPLAiuf6pKAl6dehXiV7F3c9sghhAXjNMNwhuWOSkgBDFDNI7MceGJI8nUu3XbjIRIteHtFFiIbsolyJFtrFWvyGGUjag0qywiL5iRhleJdWDIs0ykMvBSzNIJMryURq0kBDpG1hSKSdvlLWVgZcS4XMhVsqrz/APCDF3eKxtlVX5tJZRZpR7lyaMz8e1BkupIBJOeGLT5FFj71hpFhMTuWqd33ft4SJbCxwhF3fgciNAIeBLEYKAZG8bnFVgnnfmRCHn4QhJTiOaRZ3iZ0UGQhisoLflgnyuebBBOvrcm+7vT2SDHtIZob26gtD8KyJFNV2maJo5S88szxSlojGFjAw+WB1bQ1Vn9NWx9vaTudiF13LdZTuE7SM00nact+H12mlJk7EdZh24nZjGHKcnILtaegaaaaBpppoGmmmgaaaaBpppoGmmmg4ypyUg5wQR/yEY1Sv9Mgjn2G1tp5Yo7juezusocrMKUqLDIsJlU9kwyoJkKR83aQFVXAa7NVV6fWHq791hHI/g7nStLHyUjtT7dShE7AAssjtWeNAcB2Rh5xkBNOmKsgq1o5yJFRDA/hxmxEZop5naSY86rkAJGVPH4n6xwkDrkEHOCCPBKnz/BByD/eNQ3o7fkY2OUsQD7g0Ead6N2ewKpns1+3GMLuqyRzd6qhPHtSOPtiZNZk5QyEsi4ViScNGQFJPNmHmLH6sY/fyNB2T1Q5xycKVCnDyKfiSUKOkg4t8jkgZb45PxGo76lbm9Tbrntn425kMEJLTf53YRoKvYEMMrllkCuUiQlVEkmPvlk2L5/RzhP+S4o5SMKXnlWKaR1RwsDGMCueOWYYOT+mvuurjXtz6a2yESEvua3LjsIucCbfS74W52lCrfmkeFCE5KI+2wCB0OgxOkOk22TqraO5IZDL0jYpPKFYd7cIt0juW5VSOHgvdlvPJxyoVQxwAvm1NvqrXV4R3lha0yxhRI+FeISyc5hEGRWl7jd0u3yYDuAsEWIerUhj3jo14kmMx3yxCTGxU+0k2u81lJEYdtocxRysG+eIvh58jtl3B3tbyVuQ9pa9e7X7jRTo1WWk0ffk4TFzsRngLlFCO0iTkMysBoJ291AVB7gLK7D8t8fAqpUtwwHJYcUJDMORUMFOK29byLs/Te1nl3LW+wWyqhpAaG2EXZ3sR8AOyXWCIh/AaWP7xqUvmwfzIDnkpIkES8JVavJAJOMhVrofzBLFzReBy3LxqG7ARe60kkhdCu2bJJVsYDH+17jaWeOBmxxNlIafOQ5892Ij7OAtvTTTQNNNNA0000DXm7oTZ0hg6n2anJC1ipb3mtClrsz+zo7hWW6jXDOS46dlmKCZYoS7yKhy4BI9I6qSmkdfr+9HHDKkl3pqC00gK8JJ6VlqgkaMHLTrDZRMuCOKqBoJv0TPJJAjzKyTGJZWjYxd2IStKyVpUiiQLXiX4QlvmUHz+YbLdrB5oqxgNzZwcR8o5TBYH9k5IyybmAMNGxC9su3I4w3PpSV54py7R803C/EAkjTAIl2fgGd/IkaEqGT6jOQvgDWXOueCFZPkRH47owVR37bTJH8IhxyJiRyOFzlgCGDFOhMiRuMDm/6k48eUQsRQOYcvV55MsvlkYkDz4XK22T8krYdEVFQSLkhULK0bwI8kEZaoGxwn+3wfrBB1W7xE4V2cMSLQZTYgAFc1ibcgV14xRuAGoglZgSWyGfEa663BNvU3JmumB7MM06lTMalOL3th5pIuHJq8tesUjgA5wSmJgFZ3YB2+p8T2986Ojjjk7cd67uMkhV1ESQUZIo67r2yVsStZLKjcSRDP+66sWrO7fqjUeWP25/KJbstl4V/NKqC0f+gTjLeCfOPXlGzZgp9cMs0b1nrWIqYVEaLYpozBclkM5VF3btWTP3HLxhYIUGQWJt7Zt3hDIIJYZJJLMxRInrlnWG61e+9dXdeU8LuGuyfI5duBJMagJg1fij/5RvgygK7KxTHhQ7S/5bOfzMqfryMZ1rOsq3dp2wVkCivKuUbtOQQjExzpKrJEOJDqMMwHj6HLsXdMgMHBBHcB5x8TEYywm54z+Hk+BL+rP7Y1mblMAvDCEMQjBmKDixVWQEA/nFX+KeOR8ZH3oIP/AEzbmLnSHT0qymT/ABbDEzHJPdgzXlQlvJKSRMn/AMP76sXVS/0j2eXStSEq6S1rm6VJEdGhaB4twslIHRlB5rC8YOfOc5+QOra0DTTTQNNNNA0000DTTTQNNNNA0000DVRR1BD19uBCKXs9M7dKJMhuz2NxlhlhNRB8+4GiInk8x8GAJGQtu6rDqmfj1ps47ZZjsG54C8OQIvbZyZXkxxUISWAdcqGGHOF0G/26u6J2FM4ZEQsGebDgx2YlqncJIu4xUx8zcyZXxGWOHUGUdolSrcfB+JGRk/yyDAwCfrJB/wCXGtJRgdmRxXjVWSKMMhRgRGlni0mJRz2vDqY4xlw0pJVRkjfRLlMHmPBHkgsM588lJ8/x5/jQam1FILNcRcWjMmXLSNH2AEnJaCMRkWHaTCGJ3URA8x5AVockyp1Xt0Clgw2Odhyd2LRK8CyBZZIz7k8zGXl7oIITKyZ5Rza1W+TA8uXEsvEqpYDu5FXlIClk8l5yHCsGHnyeNf7LB3OurLsZQIek6AjAQpG3ubtrvPyV/iv9lQJDKCc99l44YuGw9S6jT7/0gEjiJivbjbZmdomWFKElZo4iinJaS3GxQ4DdsAkAnWaiKl2YcR7g0artLh+68caWRFZSsqGM3RKWHthEvg55vjtp1dU21PVGxQtw+O27xZ/0iSFfb4xhBHxwGcNnlnIHx/cZjVXfd7fHu9pduoRBi0pHuC9/vCupxGlwwtDysqS2O0reAuA2kVYiRWMaqQLK5WRzxEs0b4Ue3HJZeIeVycxN8VLAltQT0EPuNw6vuiRmEm/LW/yk0qI9GnXrzxwiVVUqtjuJ3VUF1VCfAQCcG/IvI9pGCRz4wnb7wWRBKylnPBY/IZWBMhwy+BgxL+lyug6W22dYyslv3G4SklWaSxbsSTyO8iqC/wCoKpfLBFjBJ46CztNNNA0000DTTTQNU/1RPw6/28Dy79I7oqoDxaw4uVpBDDLzURyngWDscAKfrIIuDVX9RlP8OdmRiFZ+mt5TKlg8w93tzCGRgvwjUK8iujK3Ll5HgME12yp7eW9gsO9eFhRmPLR9mnHO4LuSYRIG5FgrAHiowIyewrA8rMZYxIFjZ89hjNUPeFZZTxLez7rO6HKnmreccgfm9yEFS/Hsq2SPmeXF4HilBSFibSy/FK4P5nL9yOI1oYGdV77JYUpIuVk/OXINmeOAxqssjoBE6JnsBicqWwQ214/M9pAzfqcjjiJhwUyA9p2a4ImyiYwQuCVyMxz1ksvX2HdBUdorJr/lOpaDt2Z5Qkc/NB8isziRkH6vpvD+d97iQkdxW+YK4TuYjJjQ9gSBhli3JhZAVRjj9+TXP9R8/f6f+JHneNoRS6mDON6pIctMRwVSMFnwGwGBC6CV+onSZt9MbhtcPIu2zy1Y/KIXkWvwhBZgEHJlUEnAGT9a1XpBe/FNl2S287tZO3V4rOE9ostyJoVnLSLECO3OJggiKxTBm/WhBFk6qT0Momi+7bSyjvU94uzc/GJqd6aLcKM1iIlWaZlsTRI6hlVq0vkZUMFmR1ykbB2z8ApJXuGQgAGQxqMAH/e1AH8awN0EhVO06q3eiB5JJZ5J3Ye5EvB1PcdMqtnJEJIJDAFTtLMRyWUucqFKg4yByIMQLALISwyx+wAP41Hq26VrsU0ldRI0UzQhxwiRkHYed42kkBO254GQjxIFJUOChYIf6AWlr3+rdoYP36u/S3WYjAlg3cNdrFRk/Jfmh8nPFW8cuItvVNemEArda9UgSWHNvbtousZVWMxNBNforDCqxpmp241KMRkrxJLZybl0DTTTQNNNNA0000DTTTQNNNNA0000DVV9WFx1zsPbVS34Bu/hmMY4+720OeQRjkJkgY8kAZXORamohvfRzWN+2/dBNGFr7fcq9tkMnN55qsyTBuYxwNf6xnJByMaDLa+/Lk/e7QiidSyOG7RhmLTxV/YczuhcFGqecJwYBSSh3Nexy5YZS5BIXPx+IAPbk7YLJkjkQGwTj+7Wv3KaygkaCuxUKZmCLGJLP5ciipX7llEW7zWNu7NiPiQv7lky6NV0kywiwO6MhCmQzIYhCpmfgoQYfwObgMAv1oON95IwGD+F5N8mCI5KyM6WJBWbt141AKyDBJADf8KB+lW+R2eoOrYO5I1ivNtSOJFAdUelyTLxjtdrmJAFTGGEhI+YLTve9vkspKgeJUKJw5IZgJcuJDNEZAksRUrhCPDAt5PHjovTvof8Hs71MLc0wvbglsdzLtAFrQwGJpmcmT5REg+MKUXHxyQiW5bh7j1AjrIwLVek5ZiV7TPXks7lXDrGJI2+bxQIrBiuEcFSC2dT69DEhlktOy8gO8CY5I/arAVljZ5I8rtwZi7MeB55JIDEHc+0j7vd7cfe7fb58Ry7XLl2+5jl2+XnjnGfOuyGMIqqqgKAFAA4hVAwFUDwAB4wNBBetN+q0ad6e9OwrwVrU8pkWLACSj2pkRYlcTckKVeJ/MAJPN+J10f01QtH0h06rqyt+FVmwRg8WTmhx/BVgR/cRqY73sNW7DZht1YJYZ4uzMrKD34sMFSQ4yQvNsefBJIwdZ9eFY0RI0VY1VVVVAUIijCoijwFAGABoOemmmgaaaaBpppoGqs3xg/X+zoYUJj6Y3WUOPgwMl2jHiZuY5wqFIVMHDSu3962nqJ7t0l3t/27dUaMdjbb9OT9XNxPPSmr9sYKBV7EytnBIl8fQIDt3Iid7acyMTNXIj5RMTJVqSrGHFhf8YeQ0dnx2x48H5NGNzi/x1s0bRzjCbpxMfCEzAWdtlaXvCz3FZAeM7EgzGOYBGWQK0wfbA8jyGNu8xkRmPyGDDCGhjLAlKDmFeQXiS4B+yTrRdTOqbx09G/c7cw3FQrCNQZY4VsV1aQurdyNFlCxxq5Yc2bxGToJDtqF41et2Vi7K9ogDhIDGjRNCY3P9h8+EwGyM5xjMA9cd0UR7VHKjKZuqena4QdtwZfxSjYAugZZWMMEhTiSvHIbBKjVoPWPEAHLcgSxwDy48e6FCFS/geMAfeoT6k+n7bv+CcZxEKO/Ut08tJNzWrIXauoyuWkz+uTlw+gCD4Cf6qjYI2rdd76jyRj3uy7PaiA5F2WnNbrzpgxGMJl/kSwOJIuOTyKWvqG9U9ISWN82XdIJlR6sO415AQ796G1CvaDBbEa8EniVyCr58Y4kB1CQ8XII5ysDI/HOYiTmXlC5jrgpXUAcJc5b4/I5BeMdBOHs79HzMjjeVd/E0CxrLtm3TJEYHTijCKZMxBiHPN2w7OqyezUeRua8F/QjK6K/diWVufdZWJIMZJjGRxZiWDZKiB9AUXl3LqUEvld8rMXkWKR4nPTWzoJImUcUuhn/AFhWTj3Rg8hoNHui2Nu9QdlMcxNXcdl3GvJExkn7TUZWuJLDNJjDFrIXgCQq5XiAIyLp1F/8DoJL233p4091TO5dnt5hRFvMO+zQgYeWRUVnZj+vmw/VqUaBpppoGmmmgaaaaBpppoGmmmgaaaaBpppoGmmmgaaaaBpppoGmmmgaaaaBpppoGmmmgaw9t3WCy06wTxSPDM0MqqwY151AJhmQHKScWVsMBlWUjwQTmaqz0ScLu3W0TECYdRrKUPhlhl26iYZTGfIicKxVsYbBxnGgnkHVFByFXcKRY3ZKIHejy24RcjNRVeWTbQKSYh8gATjTd+n47NzbrTyTLLUksPGFbisvfgeCRLC8cvGFbkFyByVCc8Rrzf06P7XRP7H1d38g/wC6HZvjIP7jIPn/AF62Wx7tuqbVHvsm/bpIV6pNNqhWF4ZaTb4NsEIWOv3uSxtzBDklvGDkaD0rprzV6odbXkffNw2nct/kSpuFaKFEr1oduDQmGvaozXJ15zh7XdDyxn4EqvgDJ9KL9aD7rGnvwo3F5olb+C6qR/HgnOsnXmnqTYYL3XHUYtdLDdkXb9kwedVDRcxWf9G5NECkoU5ZWJBjQEHlkB6ThlV1DIysp+iCGB/1EaxNu2mGvLclhj4y2Z0sTnkzd2dK8FVH4sxC4grRJhAB8c4yST509KepDtGz9YWe1V2tId5iWOhIHzs6tDVibjEIislyxF+fFHFzjkkKjOGbHzafVPdaB6hi9zfuCvV2t4Jdx247M0Fi9cerJZlrgRSSbSrFpubJGUROHniXIel5JlX9TKPizeSB8Vxzbz/ojIyf2yNfY3DAMpBUgEEeQQfIII+xjXnTeNlvwdTwUt03Q347PSnUAgaSBaw785pe9rNGrmKev+VyWEqOEZjDGQrzaV+i/XFu5Yq1rToVfojp3dUCqkYWzOLS3peCQrx5t2gIwxRRGOIHNgAuLTXmyr15vlvp/pm49jckgm263ZvXaVGLcJUuK/bpRyUREyikymR3McQOUj+UY5E3l6a7i1vaNumkuQ2pWqx87EYCJalUcZZliCr2yzqSYiqlDlSAVOgkOmmmgaaaaBpppoGmmmgaaaaBpppoGmmmgaaaaBpppoGmmmgaaaaBpppoGmmmgaiHWPpttm6zd+1WkW0YxG00E0+3yyQjkBBNYqSxvJD8z8HJH148DX3TQZMXQm2pDtsMVKKOGjZFqqseYRBZ4So0uEI5uwmkLF+XJmZjlvOuEfQG3LRSiKo9ot5b6rzclbwue/FhZS/MN7n5YBxglccSRppoNRf9H9nn96HrWOzakeaWBbVqKA2nZHa5FRjsCGO53I1cTIgcNkg51PYk4qq5JwAMk8icDGWY/Z/v1900H3Wg2jpSCtum5blG0xs3IqUUoJUoqU1mWAwqEDBiJm5ZZs4XGP3+6aDQ736WUbZ3cvLcV793b7rsroprW6CwLUkp5hIXHt0JEgcElv2ONYcfo5RaS9Jct7pba3QNOx7mdbAlUTtYrWYl7KivZru7dr23aRM8gnPD6aaD5B6PVe9JPY3Pe7FltltbR3ZrCSPHSs8ebxMldQtteHiYDkckvzOCOcvpBSH4ca9zdq0lXaq+0869j2z3dsr8OzXuSLHnkCrESw9qQGSTiy5GGmgf7EFKOptleld3aoaMViCCWvY7Uhqz8u7Wn5xPHLGCwKsyF1KoysDkmadMbLDt1SCrWVhDGpALHm0rsxeaeeQ+ZLMkrNI8jfJ3Z2OSx1900Gx0000DTTTQNNNNA0000H//2Q==)
Question 3.Fill in the blanks:
a) A tendon connects a _______ to a _________.
b) Earthworms move with the help of body muscles and _______.
c) Bones have a layer of strong outer covering called ________.
Answer:a) A tendon connects a muscles to a bone.
Tendon is a connective tissue made up of collagen. It helps in proper functioning and movement of the body.
b) Earthworms move with the help of body muscles and setae.
Satae refers to still hair present on the body of earthworm. They help earthworm to attach to the surface & prevent backsliding.
c) Bones have a layer of strong outer covering called periosteum .
Periosteum consists of dense irregular connective tissue which forms the outer layer of the bone. It serves as protection layer for the bone and serves as a channel for the blood supply and nutrients for bone tissue.
Question 4.Which one of the following is not matched correctly?
![](data:image/png;base64,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)
Answer:![](data:image/png;base64,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)
Atlas & axis are the examples of pivot joints which help in the side to side movement of neck. In hinge joints, the convex surface of one bone fits in convex surface of other bone.
Question 5.The skeletal system has many other functions besides helping in movements.
Do you know what they are?
Answer:● Formation of blood cells
● Storage of minerals
● Endocrine regulation
•Protection of vital organs
Question 6.Identify parts A and B and state their functions:
![](data:image/png;base64,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)
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)
Answer:‘A’ refers to the fins of a fish. Fins are the part of fish which helps in locomotion of fish in search of food and protect themselves from predators. Also fins help in swimming and sudden movements in the water.
‘B’ refers to the wings which acts as forelimbs for the birds and helps in flying. The curved wings give them the thrust to move through air and help them to fly.
Question 7.Draw the given diagram and label the following parts.
![](data:image/png;base64,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)
a) Ball:
b) Periosteum:
c) Yellow marrow:
d) Compact bone:
Answer:a) Ball: Ball & socket is a type of joint in which the end of one bone consists a ball like structure which fits into another bone which has a socket like structure. Hip joint and knee joint are the types of ball & socket joint.
b) Periosteum: Periosteum consists of dense irregular connective tissue which forms the outer layer of the bone. It serves as protection layer for the bone and serves as a channel for the blood supply and nutrients for bone tissue.
c) Yellow marrow: Yellow bone marrow produces fat, cartilage and bone. White blood cells develop here.
d) Compact bone: Compact bones are dense bones in which the bone is solidly filled with organic groung substance and inorganic salts, leaving only small spaces which have blood cells in them.
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)
Question 8.Copy the diagram of the human joint. Name the joint, label part A and B and write their functions.
![](data:image/png;base64,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)
Answer:The figure represents Synovial joints.
Part ‘A’ represents humerus and part ‘B’ represents ulna. Humerus is a long bone in arm nd helps in abduction and extension of arm. Ulna helps the wrist joint to rotate.
Question 9.Give reason:
a. The movement of animals is based on their skeletal system.
b. Exercise or physical activity is one of the essential requirements for long life.
Answer:a. Skeletal system provides the structure & protection for animals. It is made up of bones, ligaments, tendons, joints and connective tissues. The movement of animals depends on different kinds of joints present in the body. It provides a framework for muscles which are attached to the bones. When the muscles contract they pull on the bones of the skeleton, which act like levers to create movement.
b. Exercise or physical activity helps in staying fit & healthy. Through exercise, extra calories burn from our body. Moreover, it strengthens our heart and lungs. It controls our weight which helps in proper movement of our bones. Oxygen levels increases in our blood stream through exercise and thus increasing our lifespan.
Choose the word that is different from the others in the following and give reason.
a. Clavicle b. Skull c. Femur d. Ball and socket
Answer:
Ball & socket
Reason: Clavicle, skull and femur are the types of bones present at different parts of the body.
Clavicle, also referred to as collarbone is present between sternum & scapula.
Skull is a bony structure that forms the basis of our face structure & protects the brain from any damage.
Femur is the longest bone in our body which is also known as thighbone. The head of the femur fits into the hip socket & the bottom part connects to the knee.
Ball & socket is a type of joint in which the end of one bone consists a ball like structure which fits into another bone which has a socket like structure. Hip joint and knee joint are the types of ball & socket joint.
Question 2.
Name the joint that enables the movement of head from side to side.
Answer:
Pivot joint enables the movement of head from side to side.
The moving bone rotates within a ring that is formed from a second bone and adjoining ligament. Example: Atlas & Axis
Question 3.
Fill in the blanks:
a) A tendon connects a _______ to a _________.
b) Earthworms move with the help of body muscles and _______.
c) Bones have a layer of strong outer covering called ________.
Answer:
a) A tendon connects a muscles to a bone.
Tendon is a connective tissue made up of collagen. It helps in proper functioning and movement of the body.
b) Earthworms move with the help of body muscles and setae.
Satae refers to still hair present on the body of earthworm. They help earthworm to attach to the surface & prevent backsliding.
c) Bones have a layer of strong outer covering called periosteum .
Periosteum consists of dense irregular connective tissue which forms the outer layer of the bone. It serves as protection layer for the bone and serves as a channel for the blood supply and nutrients for bone tissue.
Question 4.
Which one of the following is not matched correctly?
Answer:
Atlas & axis are the examples of pivot joints which help in the side to side movement of neck. In hinge joints, the convex surface of one bone fits in convex surface of other bone.
Question 5.
The skeletal system has many other functions besides helping in movements.
Do you know what they are?
Answer:
● Formation of blood cells
● Storage of minerals
● Endocrine regulation
•Protection of vital organs
Question 6.
Identify parts A and B and state their functions:
Answer:
‘A’ refers to the fins of a fish. Fins are the part of fish which helps in locomotion of fish in search of food and protect themselves from predators. Also fins help in swimming and sudden movements in the water.
‘B’ refers to the wings which acts as forelimbs for the birds and helps in flying. The curved wings give them the thrust to move through air and help them to fly.
Question 7.
Draw the given diagram and label the following parts.
a) Ball:
b) Periosteum:
c) Yellow marrow:
d) Compact bone:
Answer:
a) Ball: Ball & socket is a type of joint in which the end of one bone consists a ball like structure which fits into another bone which has a socket like structure. Hip joint and knee joint are the types of ball & socket joint.
b) Periosteum: Periosteum consists of dense irregular connective tissue which forms the outer layer of the bone. It serves as protection layer for the bone and serves as a channel for the blood supply and nutrients for bone tissue.
c) Yellow marrow: Yellow bone marrow produces fat, cartilage and bone. White blood cells develop here.
d) Compact bone: Compact bones are dense bones in which the bone is solidly filled with organic groung substance and inorganic salts, leaving only small spaces which have blood cells in them.
Question 8.
Copy the diagram of the human joint. Name the joint, label part A and B and write their functions.
Answer:
The figure represents Synovial joints.
Part ‘A’ represents humerus and part ‘B’ represents ulna. Humerus is a long bone in arm nd helps in abduction and extension of arm. Ulna helps the wrist joint to rotate.
Question 9.
Give reason:
a. The movement of animals is based on their skeletal system.
b. Exercise or physical activity is one of the essential requirements for long life.
Answer:
a. Skeletal system provides the structure & protection for animals. It is made up of bones, ligaments, tendons, joints and connective tissues. The movement of animals depends on different kinds of joints present in the body. It provides a framework for muscles which are attached to the bones. When the muscles contract they pull on the bones of the skeleton, which act like levers to create movement.
b. Exercise or physical activity helps in staying fit & healthy. Through exercise, extra calories burn from our body. Moreover, it strengthens our heart and lungs. It controls our weight which helps in proper movement of our bones. Oxygen levels increases in our blood stream through exercise and thus increasing our lifespan.