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Building Blocks in Economics: The Problem of Choice: CBSE Class 9 Economics practice questions

Practise 50 questions on Building Blocks in Economics: The Problem of Choice, free, with an explanation for each answer.

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Sample questions

Buy snacks now or save for new shoes? Share five library copies among twenty readers? Which crop to sow? Use more workers or more machines? Build highways or hospitals? What do all these questions have in common?

Four small scenes: a piggy bank and shoes, library books and students, a farmer between crops, a road and a hospital
  1. They are questions about the past that only History can answer
  2. They are economic choices that individuals, enterprises and governments have to make
  3. They concern only the government, never households or students
  4. They can all be settled without giving anything up
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B. They are economic choices that individuals, enterprises and governments have to make

The chapter says these are not random questions but economic choices: a student (pocket money), a school (books), a farmer (crops), an enterprise (labour or capital) and a government (highways or hospitals) all have to decide how to use limited resources. Every such choice means giving something up, so option (d) is wrong, and households make these choices as much as governments do.

Meena has ₹300. A pair of sports shoes costs ₹250 and a packet of snacks costs ₹25. If she buys the shoes, what is their opportunity cost in packets of snacks?

A shop counter with a pair of shoes, snack packets, price tags and a wallet
  1. 12 packets
  2. 2 packets
  3. 10 packets
  4. 0.1 packet
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C. 10 packets

The ₹250 spent on the shoes could have bought ₹250₹25=10\dfrac{₹250}{₹25} = 10 packets, so the opportunity cost is 10 packets. 12 packets divides her whole ₹300, but she still has ₹50 after buying the shoes. 2 packets is what that leftover ₹50 can still buy, and 0.1 turns the ratio upside down.

On the farmer's PPC, she moves from D (75 kg barley, 40 kg wheat) to E (100 kg barley, 0 kg wheat). What is the opportunity cost of each extra kilogram of barley in this move?

A curved graph of wheat against barley with lettered points
  1. 0.625 kg of wheat
  2. 1 kg of wheat
  3. 1.6 kg of wheat
  4. 40 kg of wheat
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C. 1.6 kg of wheat

She gives up 40−0=4040 - 0 = 40 kg wheat to gain 100−75=25100 - 75 = 25 kg barley, so each kg of barley costs 4025=1.6\dfrac{40}{25} = 1.6 kg of wheat. 0.625 divides the wrong way, 1 kg is the average over the whole curve (100 kg wheat for 100 kg barley), and 40 kg is the cost of all 25 kg, not of one kilogram. Notice the cost here is higher than in earlier moves.

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