Deck 2: Economics and Calculus
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Deck 2: Economics and Calculus
1
The ratio of capital to labour is called
A) average product of labour
B) average product of capital
C) factor intensity
D) none of these
A) average product of labour
B) average product of capital
C) factor intensity
D) none of these
factor intensity
2
For profit maxmisation we must have
A) mr = mc
B) mc curve cut mr curve from below
C) both a and b
D) none of these
A) mr = mc
B) mc curve cut mr curve from below
C) both a and b
D) none of these
both a and b
3
For a function y = f(x1,x2), the total differential is given by
A) dy = f1dx1 + f2dx2
B) dy = f1dx2 + f2dx1
C) both a and b
D) none of these
A) dy = f1dx1 + f2dx2
B) dy = f1dx2 + f2dx1
C) both a and b
D) none of these
dy = f1dx1 + f2dx2
4
The nature of tax multiplier is
A) positive
B) zero
C) negative
D) none
A) positive
B) zero
C) negative
D) none
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5
The inflexion points of the function y = x3 - 3x2 + 5 is at
A) 3
B) 6
C) 1
D) 0
A) 3
B) 6
C) 1
D) 0
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6
If marginal revenue is Rs. 25/- and elasticity of demand w. r. t price is 2, then the average revenue is
A) 50
B) 25
C) 75
D) 100
A) 50
B) 25
C) 75
D) 100
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7
The output of a firm, with given prices of factors of production is decided so that the total cost is
A) maximum
B) balanced
C) minimum
D) positive
A) maximum
B) balanced
C) minimum
D) positive
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8
The minimal value of the function y = x4 - 4x3 + 16x is at
A) -1
B) 2
C) -2
D) 1
A) -1
B) 2
C) -2
D) 1
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9
For two goods 1 and 2, if E12 > 0 implies that the two goods are
A) complementary
B) substitutes
C) supplementary
D) giffen goods
A) complementary
B) substitutes
C) supplementary
D) giffen goods
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10
If fxxfyy < (fxy)2 when fxx and fyy are of the same sign, then the function is at
A) minimum point
B) maximum point
C) inflexion point
D) saddle point
A) minimum point
B) maximum point
C) inflexion point
D) saddle point
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