11th Economics Weekly Test - 4 ( Cost and Revenue Analysis )

MABS Institution

11th Economics Weekly Test - 4 ( Cost and Revenue Analysis )-Aug 2020

Time : 1.30 Hours

Part - A

Generic 3 - Answer All Question

Find the supply function of a commodity such that the quantity supplied is zero, when the price is Rs.5 or below and the supply (quantity) increases continuously at the constant rate of 10 units for each one rupee rise when the price is above Rs.5.

Given the total cost function,TC=20+\(5{ Q }^{ 2 }+{ 3Q }^{ 3 }\) derive the marginal cost function.

What is meant by the cost function and average cost function from marginal cost function?

Find the equation of a straight line which passes through two points (2, 8) and (4, 4) which are (X₁ , Y₁) and (X₂ , Y₂ ) respectively.

If \(Y={ 2x }^{ 2 }-6x,\quad then\quad find\quad \frac { dy }{ dx } \)

Given Tr=50Q-\(4{ Q }^{ 2 }\), find marginal revenue when Q=3

Let the marginal cost function of a firm be 100 - 10x + 0.1x² where x is the output. Obtain the total cost function of the firm under the assumption that its fixed cost is Rs.500.

State the differences between money cost and real cost.

Sekar purchased 6 pens and 5 pencils spending rs.49, Bhaskar purchased 3 pens and 4 pencils spending rs.32 What. is the price of a pen and a pencil?

Find the Elasticity of demand for the function x = 100 - p - p² when p = 5.

Comment

Add Comment

InstaQB

Institutions

12th Standard English Medium

12th Standard Tamil Medium

11th Standard English Medium

11th Standard Tamil Medium

10th Standard English Medium

9th Standard English Medium

8th Standard English Medium

7th Standard English Medium

Class XII

Class XI

12Th Standard

11Th Standard

10Th Standard

9Th Standard

11th Economics Weekly Test - 4 ( Cost and Revenue Analysis )

MABS Institution

11th Economics Weekly Test - 4 ( Cost and Revenue Analysis )-Aug 2020

Part - A

Generic 3 - Answer All Question

Find the supply function of a commodity such that the quantity supplied is zero, when the price is Rs.5 or below and the supply (quantity) increases continuously at the constant rate of 10 units for each one rupee rise when the price is above Rs.5.

Given the total cost function,TC=20+\(5{ Q }^{ 2 }+{ 3Q }^{ 3 }\) derive the marginal cost function.

What is meant by the cost function and average cost function from marginal cost function?

Find the equation of a straight line which passes through two points (2, 8) and (4, 4) which are (X1 , Y1) and (X2 , Y2 ) respectively.

If \(Y={ 2x }^{ 2 }-6x,\quad then\quad find\quad \frac { dy }{ dx } \)

Given Tr=50Q-\(4{ Q }^{ 2 }\), find marginal revenue when Q=3

Let the marginal cost function of a firm be 100 - 10x + 0.1x2 where x is the output. Obtain the total cost function of the firm under the assumption that its fixed cost is Rs.500.

State the differences between money cost and real cost.

Sekar purchased 6 pens and 5 pencils spending rs.49, Bhaskar purchased 3 pens and 4 pencils spending rs.32 What. is the price of a pen and a pencil?

Find the Elasticity of demand for the function x = 100 - p - p2 when p = 5.

Comment

Other Study material

11th Economics Monthly Test - 1 ( Development Expe

11th Economics Monthly Test - 2 ( Development Expe

11th Economics Monthly Test - 3 ( Development Expe

11th Economics Monthly Test - 4 ( Cost and Revenue

11th Economics Weekly Test - 4 ( Development Exper

11th Economics Weekly Test - 1 ( Indian Economy Be

11th Economics Weekly Test - 2 ( Indian Economy Be

11th Economics Weekly Test - 3 ( Indian Economy B

11th Economics Weekly Test - 4 ( Indian Economy Be

11th Economics Monthly Test - 1 ( Indian Economy B

11th Economics Monthly Test - 2 ( Indian Economy B

11th Economics Weekly Test - 3 ( Development Exper

11th Economics Weekly Test - 2 ( Development Exper

11th Economics Weekly Test - 1 ( Development Exper

11th Economics Monthly Test - 4 ( Indian Economy B

Tamilnadu Stateboardszs - Class

Find the equation of a straight line which passes through two points (2, 8) and (4, 4) which are (X₁ , Y₁) and (X₂ , Y₂ ) respectively.

Let the marginal cost function of a firm be 100 - 10x + 0.1x² where x is the output. Obtain the total cost function of the firm under the assumption that its fixed cost is Rs.500.

Find the Elasticity of demand for the function x = 100 - p - p² when p = 5.