Class 8th Social Science Term 1 Tamilnadu Board Solution
Exercise- According to the stage of evolution, economic activities are grouped into …………….main type.…
- In the primary activity, people are …………. involved with the resources of nature. Fill in…
- Processing and converting raw materials into a finished form is called ………….. activity.…
- The worker involved with tertiary activities are called …………….. collar workers. Fill in…
- In …………… countries primary and secondary activities are more prevalent than the tertiary…
- Choose the correct answer: This is a primary activityA) Lumbering B) Banking C)…
- People working in …………. sector are called white collar workersA) Primary B) Secondary C)…
- ………….promotes industrial activities. A) grazing B) transport C) hunting…
- Quinary activities are more in. A) Grazing B) Transport C) Metropolitan centres…
- Policy maker belongs to the following category A) Primary activity B) Quinary activity C)…
- Match the following:
- What are the primary activities? Write briefly:
- Write a short note on tertiary activities Write briefly:
- Write about quinary activities. Write briefly:
- Detailed answers: Discuss the different types of Economic activities of man.…
Formative Assessment- Activity: Word jumble - Re arrange the following letters by using the hints. a. NIPKALRLOC…
- Collect pictures: Collect five pictures for each of the following activities and paste in…
- Collect pictures of an industry and prepare a table of its activities.…
- Debate: “More percentage of tertiary, quarternary and quinary activities are concentrated…
- Map skill: In a political map of the world, mark the developed countries of the world.…
- According to the stage of evolution, economic activities are grouped into …………….main type.…
- In the primary activity, people are …………. involved with the resources of nature. Fill in…
- Processing and converting raw materials into a finished form is called ………….. activity.…
- The worker involved with tertiary activities are called …………….. collar workers. Fill in…
- In …………… countries primary and secondary activities are more prevalent than the tertiary…
- Choose the correct answer: This is a primary activityA) Lumbering B) Banking C)…
- People working in …………. sector are called white collar workersA) Primary B) Secondary C)…
- ………….promotes industrial activities. A) grazing B) transport C) hunting…
- Quinary activities are more in. A) Grazing B) Transport C) Metropolitan centres…
- Policy maker belongs to the following category A) Primary activity B) Quinary activity C)…
- Match the following:
- What are the primary activities? Write briefly:
- Write a short note on tertiary activities Write briefly:
- Write about quinary activities. Write briefly:
- Detailed answers: Discuss the different types of Economic activities of man.…
- Activity: Word jumble - Re arrange the following letters by using the hints. a. NIPKALRLOC…
- Collect pictures: Collect five pictures for each of the following activities and paste in…
- Collect pictures of an industry and prepare a table of its activities.…
- Debate: “More percentage of tertiary, quarternary and quinary activities are concentrated…
- Map skill: In a political map of the world, mark the developed countries of the world.…
Exercise
Question 1.Fill in the blanks:
According to the stage of evolution, economic activities are grouped into …………….main type.
Answer:According to the stage of evolution, economic activities are grouped into five main types.
Explanation – The main types under the stage of evolution are – Primary activities, Secondary activities, Tertiary activities, Quarternary activities, and Quinary activities.
Question 2.Fill in the blanks:
In the primary activity, people are …………. involved with the resources of nature.
Answer:In the primary activity, people are directly involved with the resources of nature.
Explanation – Being directly involved with the resources of nature, these activities include food gathering, hunting animals, minerals (mining), fishing, etc.
Question 3.Fill in the blanks:
Processing and converting raw materials into a finished form is called ………….. activity.
Answer:Processing and converting raw materials into a finished form is called secondary activity.
Explanation – In the secondary activities, humans increase the value of resources by converting raw materials into a finished product. Examples include – production of sugar from sugarcane and iron and steel from its raw materials etc.
Question 4.Fill in the blanks:
The worker involved with tertiary activities are called …………….. collar workers.
Answer:The workers involved in tertiary activities are called Pink collar workers.
Explanation – Tertiary activities include transport, trade, and communication. These activities are related to the promotion of secondary activities. Examples include – bankers, specialized persons in particular fields, etc.
Question 5.Fill in the blanks:
In …………… countries primary and secondary activities are more prevalent than the tertiary and quinary activities.
Answer:In developing countries, primary and secondary activities are more prevalent than the tertiary and quinary activities.
Explanation – Developing countries (low income or middle-income countries) are those who have a relatively less developed economic and industrial base. The phrase ‘developing’ describes the current scenario of a particular country and not the future direction of progress.
Question 6.Choose the correct answer:
This is a primary activity
A) Lumbering
B) Banking
C) Consultation
Answer:Lumbering refers to the trade of cutting, processing and transporting timber. It is a primary activity because in that process we are directly using natural resources.
Question 7.People working in …………. sector are called white collar workers
A) Primary
B) Secondary
C) Quarternary
Answer:Quarternary sector comprises of professionals in education, legal aid, medicine, entertainment, etc. People working in these fields are highly qualified.
Question 8.………….promotes industrial activities.
A) grazing
B) transport
C) hunting
Answer:Tertiary activities include transport, trade, and communication. These activities are related to the promotion of secondary activities. Examples – shipment and logistics companies
Question 9.Quinary activities are more in.
A) Grazing
B) Transport
C) Metropolitan centres
Answer:Quinary sector comprises of services rendered by decision makers and policy makers – both in private and public sector.
Question 10.Policy maker belongs to the following category
A) Primary activity
B) Quinary activity
C) Tertiary activity
Answer:Quinary sector comprises of services rendered by decision makers and policy makers – both in private and public sector. They are advisers or consultants.
Question 11.Match the following:
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6VzbdGNtNMEIFR/g7rys4lFv6IaCIC6DLFpgELczm4jD8cNCmaZhzOSALksKOnfgfDCCmKSUQvOThosp2CYQznsycnJyhDe1sLv3JKS5T+9etXuri5ueHv7u5ua3cIs7+/H7E9Cobs+vp64bKZ4WQRiGgLBB49ehSOQM8fP36sHLDLFLsM+Pv378py4trb2+upjOuVbBsxutSRU1pEopcuypcvX0Z1kpwdYXrYbqX2h/3d8oZNZQHPFZmCUoCaq9gvwxyLinINE9MYgS4EtIg2L6p7ykkvLi70du2myMJ/enoaHrlLckmLd4vqJOHFL7/8MjUbGPZ3Wqzu3r27cGg+f/6MuTR3QnZ2duhL/TYvNHp+fr5wYczQCAiBq6ur+Li9+fmxYq579+7xt8sUZcCXl5cFpPfv38fm80Nc1eBOoKZeaxioMBMm9brDx+Hp2NZA+AlGCS3+jrArb9kQvee4V9s99fj2UGZzocfYddIeWSw+aDrvzx4fH0OZ8+tC4IXIZiaTReDs7Cx8EK6k2MEkAw1P0WWKNCdZIXcJDPGbWLg+8wofitMhueELmH6oCcroMVrlmVI4VjHs54aPgxsT6uDgYIoqbhYptdsQV7HJoAJEf2mzcr8i60bV2VwnjshcJdj8qlCqP0WeQqV5njHW71e07hv0TIceU4y9XTXP3yEEwyjmtPabPyqOJpop8SrPVk2TmLA0aabbrdsm82C7WW3vqB7hywgYAQVfxHTaN9vWi2ydKJV9yG0dYM+47O8mqHQPuR0BUkWqN3yoscW7lhoj4eRg3XArrWR4v2Irh+1BGYECASrCOAKSwS12dgyZsji58DSdHcN3fOeJbwSMwFQQcHw3FU17nEbACNjf2QaMgBGYCgL2d1PRtMdpBIyA/Z1twAgYgakgYH83FU17nEbACNjf2QaMgBGYCgL2d1PRtMdpBIyA/Z1twAgYgakgYH83FU17nEbACNjf2QaMgBGYCgL2d1PRtMdpBIyA/Z1twAgYgakgYH83FU17nEbACNjf2QaMgBGYCgL2d1PRtMdpBIyA/Z1twAgYgakgYH83FU17nEbACNjf2QaMgBGYCgL2d1PRtMdpBIyA/Z1twAj8PwQ4WnvUWfKcBF+cxt0KJScBBdt8X487B2lziGI9/VjKyoGMZdtKz0AYTj8rDlEDMaSCLN/XC9DVasDfcRxnjUZDjp9++klGo4ufPSIy8n6C+uGZ0gj0IMAEi/nTQ8ZZzJxXjc0XNIVV17Cq7NFaCwS0EuCnlopJn79DZ2/fvh3bfT4UnXOLe9Yl3n769Gksf9MbgbEIvHr1Cl9Wcwjhu3fvsPk86xSa0Twuzmz8+PFjvwz1PY4dy7bSv3jxAoSXfRhmp79D5a9fv37z5s08+GI9nOy7bJ89j4RuawQyAsw3Fuz379/rIUEHf09OTjINP3Fnxm0TEWj3d2TOnD38xx9/PHz4cJ5R7ezs0Pz6+pq/rJNYT6QGdMF95A6EgdznxIEmSgp0hdNUZh5Xjh/FQYExl5JxmWxcej7PoNx24xCIqpmMp98kOJF6hrQGTMIy5SgVGPZfKpzFpYqVrmz8RB5dfOqnQ5Et5q7J4vv555ClmLbIqYmmK/NhbsbzrspVzO76Ol1GLAuWocB9tY6o3d8xfiI7IswhfQ28v7m5geLu3bui29/fPzo6Ul7QTC4wsniLAIzq+/fvIkaYPICcMsM2Q/n58+fz83O1Yh0m9SDGDClbl+s5x+jmG4SAwremSRweHsYodnd3uZfr0T3WWFNix0QxVAyvEhDmJ5y/fPkSRh5+Bw+Cj4sMuj/NqpwOeRKpawIadUESVilzkww5nzx5Ij5IEpMRZ7e3txdDoHjVbMscl/CVaax8dIjNDZhLU0xt7gNMbmr9HRIjxEIidiSAVQwG+XoGhm+KtwcHB+gj8giFmRoYNLnqB2WGku5y9vHy5Us8YCwC+FN6mVm1brgFCGADmEREUvg+TCKvvrrXUs29NjGY1RFWNPMDDEzObtSsOT4+pknYvNoyb5GNtZ/JUoN2/XTIk4iumSnzBzRImAOjp0+fxmTEh96/fz+G0PR3cnajKvi//fYbygqxuUE1qqVqag/6zTK+Yx2bcxsBYwrLAItR4+lXsEyQKweuGGLP6sT4QUTlGFpBmVfyGnsyzZYhIJNg5mgFxVxZFJtjVBFGFzMi4hSmKM4ou7yLiwsVf0Y5O7HNblTJ4NXVlexcoWXNVT8d4CbmdI1vqmE+liYmI94nRtdkwmAhGOsctBLkfJbuyALhzw1h5qC0LfksLYOjskj+1n/+k6PrsRYwKC4EmFoOXAd3VFjKVI7B6yFbzSZdjRim2VwEyAlkEoQG+L7WoCCKMMUwmaJM1NPT03iu4hq1mhkAUf6br7FTZux0mEHI2ZqQZqkSRfOitCfEin3wyl4Av0Cs2E3q51P6O+2jx6U0mL+t6XeliIslw9RyFjDIXNGvvq0h6B2kN8HWIxCZIxOP5bAYr1JdbbVhNnkPQZQ8ycu/akb4zfqYQHygPzs7a6KtriOb6VfH2OkQXSssGrwkzMyX/ImCvigrycvjuaL6VsmfYCWvNLkV+BMaD/IZ/f8V2kId5Ls8gmwlWF7P1lXIAL6Qda3kyxPVnG8tAkw2RWTNGtbl5SXPIw8ovkDGA5ICNxdOAgJm9SiXp0pi3gkhWKN+R9ckImwTC71+I59hOsBTe9DhgHq+WBAO8YGOhj+o1mJJEKSF6yQuY5jA21xRuvhTjALkLC3yCEBiduZ4sAr0Claj/d3gUJdNQEIRJUI2gAbzWeR5/vw5f5sr+bJFNf9bi4Bqdq2bV9rBkOSEJxTmcs1I26atKbACmeKzjx4EYEKTXMKjI/lfFbaUBvYb+QzTQV5e27Xqoss7SHgC2ECAnzipQbXiJfPHKCwtINMsJSG8XN7g9rd61PYRIV4U3EBPsxtNoTV918HVNdnv1G+fDw7y1hKApsz01kpowW4JAtppZYYP7vTdEoEtxigEJuHvWGoId8dWgkfhaOLtQEBfjY0qgW/HwCcyiu33dwruWsPpiejYw6xEQIVp5wGVcG0i2fb7u03UimU2AkZgGQhs3n7FMlAwTyNgBKaAgP3dFLTsMRoBI/BfBOzvbAdGwAhMBQH7u6lo2uM0AkbA/s42YASMwFQQsL+biqY9TiNgBOzvbANGwAhMBQH7u6lo2uM0AkbA/s42YASMwFQQsL+biqY9TiNgBOzvbANGwAhMBQH7u6lo2uM0AkbA/s42YASMwFQQsL+biqY9TiNgBOzvbANGwAhMBQH7u6lo2uM0AkbA/s42YASMwFQQsL+biqY9TiNgBOzvbANGwAhMBYH1+ztOhKo8fXIqOvE414EAJzFyXg/Hya+jc/e5IgRa/B1ndMdxtnFT6ZIwF1vMilTnbhaKAAfOcogdR7l/+PChYCxXGFc+336hIpjZ0hHojO84Vp2D6eLy4a1LV4U7WDcCHF//5s2b/f39LAgrPSdw5+nw9u1bkpKFC0tHy2C7cDk3muH689mNhs/CbxkCWtcjxCOy4/BinN2LFy9ipAQBRIKO8jZR9Svyd6xd/RkBWbAIiiUOq2rNqSHLBoeB6rBkLq2TkYPYLjfRLpcks8wpM5flYC3x8Ndff3337p1+vn///ocffsjOTs8JA4nydE/zXO3JYZqYx5VLPdwjTMyLn3/+WafCizgo88TJzaGBecwaalAFQwh4KAmLfDxPMWSgYcgpfIqMnidbM4k6/R1RfehpIcaHiSg7RqnYSjYRNH10dKS3KCP0CspQRivIKsuIdHF8fKyGJycnC5HfTLYAgcPDwxy+cY9re/bsGcW7GN2TJ0++fv2qn6enp3t7e82BP3z4UH5kEBO8ZxSFKA5mxyGPqbf/+te/mCD4Vv389OkTryD+/fffozlS5ebM0Jg1ZOLQZ4b0myVnjMEHyuw6ker8/DwmS3b3gdX2TKJcpGu9RwehlUFiYM3IdtFDE3YA/3CF0H/58oXucFhc3OS6CWQhCa2yJUEWr7LdDApsgqkhgNmEicrGMLkMgixQTwozCzLRqCE32YB7zC93naeA2BYNJRt/o9Ns5MXUgKZgmIkLFeeOskgiy0PrQWBDzWY4n2WJK5bEwTWtlSBH5iwpEWwXxDs7Ozy5+eviZnd3Nwi0qHY1nE0qt5oaAi9fvsT8FJp9/PgRj5aDu0BjUWaWU1rir4gcB2GX/SNepFnaSBklWGtKq8S5SwDQoFMSeQhACUoFxdtxDfs7hcpXV1fzDJgsFZRjTWAtmoeb2xqBmRHI85ls8eDgoJWVzJ6UUOt9cV1cXPCk1VFmStJGnFTEaARTY8XO8Z2mjwQbdZEFs8UcYazypJ6LWpBSY7weU3WGHkeJt0riYX+nJeLevXsziwUH1KY4efC6vLyEhihPgZ5+6pKRCX3v3A8iaYIuBDSfibwwy+aHVtfX16rhcBEMQtP8Io/FO5xXEDe7I5Akr5zNXzTtf2aF4rLxcYPeOfhrf4aEDJQoEc7c7y1s2OLvWA2yglni8haVtoRGjUT6lrfigjl20MWB9RBLogkXN/ExFE4TI4ulibexQcar4pupUeKZeGoIaD7L0ppjp3gfqyk+Ql/k5RmB/TMjooQPMXGi+Oj7leAJGdziVVhsK+CEFPjWyEDD/nMCO3bqqSMkPDs7073m0aDGGTVkXcn+YPPbS9CsO6rSGVfeFlBZlFc9GxHNoRbBnUqkUTMulsdc+qWXbJHFq2jIjfcrNrR+vC6xZVfFToWE4XnxsX2RmhQzQk10YdV5NyCXybSfEDuwzf2KbO0xO7omY1PI1v2KSIezC877fs39CoHQ3C1cl6YW2++drK3b65UtmRFYCQIkcSo0t/ZGcKTFtflF3kqkW10n/TisTo5F92R/t2hEzW9jEahxZ/pyTd/HbfFFCsxOzvb9F+nwfsUWK9VDMwKBAKU3Yjeywv7YDU9H9VnfiFR+/b5xIDMu8tnnz59vnOSDAju+G4TIBEbACGwJAo7vtkSRHoYRMAKDCNjfDUJkAiNgBLYEAfu7LVGkh2EEjMAgAvZ3gxCZwAgYgS1BwP5uSxTpYRgBIzCIgP3dIEQmMAJGYEsQsL/bEkV6GEbACAwiYH83CJEJjIAR2BIE7O+2RJEehhEwAoMI2N8NQmQCI2AEtgSB/wMkZz6lZP0r3AAAAABJRU5ErkJggg==)
Answer:![](data:image/png;base64,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)
1. Blue collar workers- humans working in secondary activities are called blue collar workers they work to process primary resources by processing and converting them to finished products.
2. Entertainment- it is a quaternary activity here service rendered by highly qualified professionals in the field of law, education, medicine, etc.
3. Trade- trade, transport, and communication comes under tertiary activities. Here manpower works to add value to finished or manufactured products.
4. Primary- in the first stage humans used natural resources directly. Primary activities are as follows- fishing, agriculture, mining, etc.
5. Labour- we can divide labour into two part on the basis of skill. Un-Skilled labour does basic work in industrial process where is skilled labour take part in high quality and an important job like programming a software.
Question 12.Write briefly:
What are the primary activities?
Answer:Primary activities are those activities in which human beings are involved directly with the resources of nature. Being the first stage of activity, it includes food gathering, hunting animals, fishing, grazing, extracting minerals, lumbering and cultivation land.
The people involved in the primary sector are called red-collar workers.
Question 13.Write briefly:
Write a short note on tertiary activities
Answer:Tertiary activities include trade, transport, and communication. These activities are designed in a manner whereby they promote the activities of the secondary sector.
This sector involves people with specialized skills in particular fields such as bankers, technicians, etc. and the people involved are called pink-collar workers.
Question 14.Write briefly:
Write about quinary activities.
Answer:Quinary activities comprise of people who are decision makers and policy makers at the highest level. The decision-making activity of advisors, consultants in both the private and public sector fall in this category.
Popular in metropolitan cities, the workers belonging to this sector are called gold-collar workers.
Question 15.Detailed answers:
Discuss the different types of Economic activities of man.
Answer:Following are the different types of economic activities practiced by man:
1. Primary activities - Primary activities are those activities in which human beings are involved directly with the resources of nature. Being the first stage of activity, it includes food gathering, hunting animals, fishing, grazing, extracting minerals, lumbering and cultivation land. The people involved in the primary sector are called red-collar workers.
2. Secondary activities – Secondary activities include those activities through which humans are able to increase the value of resources by processing and converting raw materials into a valuable product.
Examples include – production of sugar from sugarcane, iron, and steel from its raw materials, etc. Raw materials combined with other inputs such as technology, labour, capital among others are combined together. The workers belonging to this sector are called blue-collar workers.
3. Tertiary activities - Tertiary activities include trade, transport, and communication. These activities are designed in a manner whereby they promote the activities of the secondary sector. This sector involves people with specialized skills in particular fields such as bankers, technicians, etc. and the people involved are called pink-collar workers.
4. Quarternary activities – Quarternary sector comprises of professionals rendering services in education, legal aid, medicine, entertainment, management, recreation, research, and development. Generally concentrated in urban areas, the workers belonging to this sector are called white-collar workers.
5. Quinary activities - Quinary activities comprises of people who are decision makers and policy makers at the highest level. The decision-making activity of advisors, consultants in both the private and public sector fall in this category. Popular in metropolitan cities, the workers belonging to this sector are called gold-collar workers.
Fill in the blanks:
According to the stage of evolution, economic activities are grouped into …………….main type.
Answer:
According to the stage of evolution, economic activities are grouped into five main types.
Explanation – The main types under the stage of evolution are – Primary activities, Secondary activities, Tertiary activities, Quarternary activities, and Quinary activities.
Question 2.
Fill in the blanks:
In the primary activity, people are …………. involved with the resources of nature.
Answer:
In the primary activity, people are directly involved with the resources of nature.
Explanation – Being directly involved with the resources of nature, these activities include food gathering, hunting animals, minerals (mining), fishing, etc.
Question 3.
Fill in the blanks:
Processing and converting raw materials into a finished form is called ………….. activity.
Answer:
Processing and converting raw materials into a finished form is called secondary activity.
Explanation – In the secondary activities, humans increase the value of resources by converting raw materials into a finished product. Examples include – production of sugar from sugarcane and iron and steel from its raw materials etc.
Question 4.
Fill in the blanks:
The worker involved with tertiary activities are called …………….. collar workers.
Answer:
The workers involved in tertiary activities are called Pink collar workers.
Explanation – Tertiary activities include transport, trade, and communication. These activities are related to the promotion of secondary activities. Examples include – bankers, specialized persons in particular fields, etc.
Question 5.
Fill in the blanks:
In …………… countries primary and secondary activities are more prevalent than the tertiary and quinary activities.
Answer:
In developing countries, primary and secondary activities are more prevalent than the tertiary and quinary activities.
Explanation – Developing countries (low income or middle-income countries) are those who have a relatively less developed economic and industrial base. The phrase ‘developing’ describes the current scenario of a particular country and not the future direction of progress.
Question 6.
Choose the correct answer:
This is a primary activity
A) Lumbering
B) Banking
C) Consultation
Answer:
Lumbering refers to the trade of cutting, processing and transporting timber. It is a primary activity because in that process we are directly using natural resources.
Question 7.
People working in …………. sector are called white collar workers
A) Primary
B) Secondary
C) Quarternary
Answer:
Quarternary sector comprises of professionals in education, legal aid, medicine, entertainment, etc. People working in these fields are highly qualified.
Question 8.
………….promotes industrial activities.
A) grazing
B) transport
C) hunting
Answer:
Tertiary activities include transport, trade, and communication. These activities are related to the promotion of secondary activities. Examples – shipment and logistics companies
Question 9.
Quinary activities are more in.
A) Grazing
B) Transport
C) Metropolitan centres
Answer:
Quinary sector comprises of services rendered by decision makers and policy makers – both in private and public sector.
Question 10.
Policy maker belongs to the following category
A) Primary activity
B) Quinary activity
C) Tertiary activity
Answer:
Quinary sector comprises of services rendered by decision makers and policy makers – both in private and public sector. They are advisers or consultants.
Question 11.
Match the following:
Answer:
1. Blue collar workers- humans working in secondary activities are called blue collar workers they work to process primary resources by processing and converting them to finished products.
2. Entertainment- it is a quaternary activity here service rendered by highly qualified professionals in the field of law, education, medicine, etc.
3. Trade- trade, transport, and communication comes under tertiary activities. Here manpower works to add value to finished or manufactured products.
4. Primary- in the first stage humans used natural resources directly. Primary activities are as follows- fishing, agriculture, mining, etc.
5. Labour- we can divide labour into two part on the basis of skill. Un-Skilled labour does basic work in industrial process where is skilled labour take part in high quality and an important job like programming a software.
Question 12.
Write briefly:
What are the primary activities?
Answer:
Primary activities are those activities in which human beings are involved directly with the resources of nature. Being the first stage of activity, it includes food gathering, hunting animals, fishing, grazing, extracting minerals, lumbering and cultivation land.
The people involved in the primary sector are called red-collar workers.
Question 13.
Write briefly:
Write a short note on tertiary activities
Answer:
Tertiary activities include trade, transport, and communication. These activities are designed in a manner whereby they promote the activities of the secondary sector.
This sector involves people with specialized skills in particular fields such as bankers, technicians, etc. and the people involved are called pink-collar workers.
Question 14.
Write briefly:
Write about quinary activities.
Answer:
Quinary activities comprise of people who are decision makers and policy makers at the highest level. The decision-making activity of advisors, consultants in both the private and public sector fall in this category.
Popular in metropolitan cities, the workers belonging to this sector are called gold-collar workers.
Question 15.
Detailed answers:
Discuss the different types of Economic activities of man.
Answer:
Following are the different types of economic activities practiced by man:
1. Primary activities - Primary activities are those activities in which human beings are involved directly with the resources of nature. Being the first stage of activity, it includes food gathering, hunting animals, fishing, grazing, extracting minerals, lumbering and cultivation land. The people involved in the primary sector are called red-collar workers.
2. Secondary activities – Secondary activities include those activities through which humans are able to increase the value of resources by processing and converting raw materials into a valuable product.
Examples include – production of sugar from sugarcane, iron, and steel from its raw materials, etc. Raw materials combined with other inputs such as technology, labour, capital among others are combined together. The workers belonging to this sector are called blue-collar workers.
3. Tertiary activities - Tertiary activities include trade, transport, and communication. These activities are designed in a manner whereby they promote the activities of the secondary sector. This sector involves people with specialized skills in particular fields such as bankers, technicians, etc. and the people involved are called pink-collar workers.
4. Quarternary activities – Quarternary sector comprises of professionals rendering services in education, legal aid, medicine, entertainment, management, recreation, research, and development. Generally concentrated in urban areas, the workers belonging to this sector are called white-collar workers.
5. Quinary activities - Quinary activities comprises of people who are decision makers and policy makers at the highest level. The decision-making activity of advisors, consultants in both the private and public sector fall in this category. Popular in metropolitan cities, the workers belonging to this sector are called gold-collar workers.
Formative Assessment
Question 1.Activity:
Word jumble - Re arrange the following letters by using the hints.
a. NIPKALRLOC : workers involved in tertiary activities.
b. ROUBAL : both the skill and unskilled workers of blue collar job.
c. DJUESG : belonged to gold collar workers.
d. CRAUEIULTGR : red collar worker involved in farm activities.
Answer:a. PINK COLLAR- workers involved in tertiary activities are pink collar workers. Tertiary activities are a trade, transport, and commerce.
b. LABOUR - skilled labourers are those who work in the technical field or in other professions jobs. Unskilled workers do basic work like transportation.
c. JUDGES- people take part in quinary activities are gold collar workers. Judges are gold collar workers.
d. AGRICULTURE- red collar activities are primary activities such as agriculture, fishing, mining, etc. Here people use natural resources directly.
Question 2.Collect pictures:
Collect five pictures for each of the following activities and paste in a scrapbook.
a) Tertiary
b) Secondary
c) Quinary
Answer:a) Tertiary
1. 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)
2. 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)
3. 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)
4. 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)
5. 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)
b. Secondary
1. 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)
2. 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)
3. 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)
4. 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)
5. 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)
c. Quinary
1. 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)
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)
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)
Question 3.Collect pictures of an industry and prepare a table of its activities.
Answer:Tertiary – bank, people working in a bank
Secondary – Transport service companies, people loading goods for transportation
Quinary – a panel of consultants discussing work
2. Industry refers to a large processing unit for a particular commodity (s). It not only involves processing of raw materials but further involves in manufacturing, packaging and transporting material.
Students can pick any 1 industry and do a detailed study of the activities taking place there. Thereafter, a proper table describing these activities can be prepared.
Question 4.Debate:
“More percentage of tertiary, quarternary and quinary activities are concentrated in developed regions of the world’’.
Answer:The reasons for this trend are as below:
•Income factor giving rise to high paying jobs – In developed regions, people are more educated and skilled which gives rise to the demand for high paying jobs
•Underdevelopment in the developing countries – this results in a delay in the introduction of technology to the systems, and hence more people are engaged in the primary activities.
•Levels of poverty – poverty leads to illiteracy which in turn is related to skill. This vicious cycle becomes difficult to break.
•Social factors – lack of equal opportunity for all
•Education and literacy rates
Question 5.Map skill:
In a political map of the world, mark the developed countries of the world.
Answer:Developed countries of the world:
•U.S.A
•France
•United Kingdom
•Canada
•Germany
•Denmark
•New Zealand
•Switzerland
•Netherlands
•Singapore
•Japan
•Australia
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)
Activity:
Word jumble - Re arrange the following letters by using the hints.
a. NIPKALRLOC : workers involved in tertiary activities.
b. ROUBAL : both the skill and unskilled workers of blue collar job.
c. DJUESG : belonged to gold collar workers.
d. CRAUEIULTGR : red collar worker involved in farm activities.
Answer:
a. PINK COLLAR- workers involved in tertiary activities are pink collar workers. Tertiary activities are a trade, transport, and commerce.
b. LABOUR - skilled labourers are those who work in the technical field or in other professions jobs. Unskilled workers do basic work like transportation.
c. JUDGES- people take part in quinary activities are gold collar workers. Judges are gold collar workers.
d. AGRICULTURE- red collar activities are primary activities such as agriculture, fishing, mining, etc. Here people use natural resources directly.
Question 2.
Collect pictures:
Collect five pictures for each of the following activities and paste in a scrapbook.
a) Tertiary
b) Secondary
c) Quinary
Answer:
a) Tertiary
1.
2.
3.
4.
5.
b. Secondary
1.
2.
3.
4.
5.
c. Quinary
1.
Question 3.
Collect pictures of an industry and prepare a table of its activities.
Answer:
Tertiary – bank, people working in a bank
Secondary – Transport service companies, people loading goods for transportation
Quinary – a panel of consultants discussing work
2. Industry refers to a large processing unit for a particular commodity (s). It not only involves processing of raw materials but further involves in manufacturing, packaging and transporting material.
Students can pick any 1 industry and do a detailed study of the activities taking place there. Thereafter, a proper table describing these activities can be prepared.
Question 4.
Debate:
“More percentage of tertiary, quarternary and quinary activities are concentrated in developed regions of the world’’.
Answer:
The reasons for this trend are as below:
•Income factor giving rise to high paying jobs – In developed regions, people are more educated and skilled which gives rise to the demand for high paying jobs
•Underdevelopment in the developing countries – this results in a delay in the introduction of technology to the systems, and hence more people are engaged in the primary activities.
•Levels of poverty – poverty leads to illiteracy which in turn is related to skill. This vicious cycle becomes difficult to break.
•Social factors – lack of equal opportunity for all
•Education and literacy rates
Question 5.
Map skill:
In a political map of the world, mark the developed countries of the world.
Answer:
Developed countries of the world:
•U.S.A
•France
•United Kingdom
•Canada
•Germany
•Denmark
•New Zealand
•Switzerland
•Netherlands
•Singapore
•Japan
•Australia