Suppose there are 20 consumers for a good and they have identical demand functions : `d(p) = 10 -3p` for any price less than or equal to `(10)/(3) and d_(1)(p) 0` at any price greater than `(10)/(3)`. What is the market demand funciton ?

Suppose there are two consumers in the market for a good and their demand functions are as follows : ** d_(1)(p)=20-p for any price less than or equal to 15, and d_(1)(p) =0 at ant price greater than 15. ** d_(2)(p) = 30-2p for any price less than or equal to 15 and d_(1)(p)=0 at any price greater than 15. Find out the market demand function.

Suppose there are two producers in the producrs in the market for a commodity and their supply functions are follows: Q_(1) = - 30 + 3p for any price more than or equal to 10 and Q_(1) = 0 at any price less than 10. Q_(2) = - 20 +2p for any price more than or equal to 10, and Q_(2) = 0 at any price less than 10. Find out the market supply function .

Given that demand function is Q_(d) = 100-5P (i) Calculate demand at price of Rs. 4 (ii) Calculate demand at price of Rs. 6

If the demand function is D=(p+6)/(p-3) Find the elasticity of demand at p = 4.

There are only 3 consumers (X, Y and Z) in a market and there demand functions are given as : Q_(X) = 30 - 2P , Q_(Y) = 40 - 3P , Q_(Z) = 50 - 4P From the given individual demand functions, determine the market demand function. Also, calculate the market demand at a price Rs. 10 per unit.

Let three be two consumers in the market. Their demand functions are given. Calculate market dd. d_(1)(P)=30-P for Ple30 and d_(1)(P)=0 for P lt 30 d_(2)(P)=50-P for Ple50 and d_(2)(P) =0 for Plt50