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Online Tests
Principles of Economics Icom Part 1 English Medium Chapter 2 Online Test MCQs With Answers
Question # 1
Concept of law of diminishing marginal utility was presented by professor
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Marshall
Robbins
Keynes
Pigou
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Question # 2
When marginal utility is negative, then total utility
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Decreases
Increases
Does not change
Becomes negative
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Question # 3
To determine consumer's equilibrium, professor Marshall got help from the law
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Law of diminishing marginal utility
Law of equi marginal utility
Law of demand
Law of constant return
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Question # 4
Curve of law of diminishing marginal utility
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Moves from left to right downward
Moves from left to right upward
Firstly it has a tendency to rise up and after a certain limit it starts falling
It is parallel to ox-axis
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Question # 5
Utility of the last unit of a commodity consumed is called
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Positive utility
Negative utility
Total utility
Marginal utility
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Question # 6
When marginal utility is zero, than total utility is:
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Minimum
Positive
Maximum
Zero
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Question # 7
Marginal utility always:
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Decreases
Increases
Zero
Negative
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Question # 8
Marginal utility curve moves
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From left to right downward
From left to right upward
Parallel to ox axis
Parallel to oy axis
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Question # 9
Marginal utility at the point of satiety is
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Zero
Positive
Negative
Initial
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Question # 10
Utility can not be measurable who has said
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Marshall
Hicks
Pigue
Adam Smith
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Question # 11
On which of the following law of diminishing marginal utility is applicable
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Money and wealth
Diamonds and jewels
Goods of fashion
Necessities of life
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Question # 12
When marginal utility is zero, then total utility is
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Minimum
Positive
Maximum
Zero
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Question # 13
Which law is applied when marginal utilities of all the purchased goods become equal to each other
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Law of diminishing marginal utility
Law of equi marginal utility
Law of demand
Law of increasing return
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Question # 14
When marginal utility is negative, total utility:
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Decreases
Increases
Does not change
Negative
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Question # 15
One of the following is non economic want:
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Car
Bike
Fan
Self respect
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