Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 3

EASY

12th ICSE

IMPORTANT

Earn 100

Cost of producing $75$ units of a commodity is $₹ 275$ and cost of producing $150$ units is $₹ 300$ . Assuming that TC is linear, find the average variable cost of producing $75, 150, 225$ units respectively.

Important Questions on Application of Calculus in Commerce and Economics

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 4

The total cost of producing and marketing x units of commodity is given by

C = 2 x + \frac{1}{5} x^{2} + 5 e

. Find the fixed cost.

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 4

The total cost of producing and marketing

x

units of commodity is given by

C = 2 x + \frac{1}{5} x^{2} + 5 e

. Find the variable cost.

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 4

The total cost of producing and marketing

x

units of commodity is given by

C = 2 x + \frac{1}{5} x^{2} + 5 e

. Find the total cost of producing

5

units.

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 4

The total cost of producing and marketing

x

units of commodity is given by

C = 2 x + \frac{1}{5} x^{2} + 5 e

. Find average cost of producing

5

units.

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 1

Find the profit function and hence find the break even points when

R (x) = 40 x, C (x) = 30 x + 150 ?

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 1

Find the profit function and hence find the break even points when

P = 25, C (x) = 30 x + 150 ?

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 1

Find the profit function and hence find the break even points when

P = 72 - 4 x, C (x) = 16 x + 180 .

EASY

12th ICSE

IMPORTANT

Understanding ISC Mathematics Class 12 Volume 2>Chapter 1 - Application of Calculus in Commerce and Economics>EXERCISE>Q 1

Find the profit function and hence find the break even points when

R (x) = 750 x — 5 x^{2}, C (x) = 100 x + 20000 .