If TC = 2.5q³ - 13q² + 50q + 12 derive the MC function and AC function.

What are the steps involved in executing a MS Excel sheet

The demand and supply curves are given by \({ p }_{ d }=\frac { 16 }{ x+4 } and\ { p }_{ s }=\frac { x }{ 2 } \) Find the consumer's surplus and Producer's surplus at the market equilibrium price.

Integrate: \({ 4x }^{ 5 }+{ 6x }^{ 3 }+\frac { 2 }{ x } x\)

Write a short note on MS Excel work sheet.

The market demand curve is given by D = 50 - 5P. Find the maximum price beyond which nobody will buy the commodity.

Differentiate the function y = 3x² + 16x³ with respect to x.

Given the total cost function, TC = 15 + \(3{ Q }^{ 2 }+{ 7Q }^{ 3 }\) derive the marginal cost function.

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