The demand function of a commodity x is given by `Q_(x) = 12 - 2P_(x)`. Prepare the demand schedule, if its price various from Rs 6 to Re. 1 :

The supply fuction of a commodity x is given by Q_(s) = 20+3P_(x) . Prepare the supply schedule, if price of commodity x varies form ₹5 to ₹2 :

The demand funcation of Commodity 'X' is given as : Q_(x)= 20 - 2P_(x) . Calculate its price elasticity of demand when price falls from ₹ 5 to ₹3.

The demand function of a product X is given as : Dx = 12 - 2Px, where Px stands for price. The demand at price of Rs. 2 will be :

The demand function of a commodity x is given by Q_(X) = 20 - 3P_(X) . Find out the values of P_(X) , when corresponding values of Q_(X) are given as : 5, 8, 11 and 14.

The demand function of a commodity x is Q_(x)=12-P_(x) (where Q_(x) = the quantity demanded of a commodity x and P_(x) = price of the commodity x). Derive the TR and MR schedules when the price of commodity varies from ₹ 12 to ₹ 1.

Given that Q_(d) = 42-2P_(x) , construct demand schedule at price (Rs.) 5,4,3,2,1.

The demand function of a certain commodity is given by p= 1000 - 25 x+x^(2) where 0le x le20 . Find the price per unit and total revenue from the sale of 5 units.

Demand function of a good is given as Q_(d) = 100-10P . (i) Derive the demand schedule, Prices 2,4,6,8,10. (ii) Calculate the slope of the curve.