In: Economics
Exercise 1.5* 1. Describe the effect on the demand curve due to an increase in (a) the price of substitutable goods; (b) the price of complementary goods; (c) advertising expenditure. 2. If the line, P = -Q + 6, is sketched with P on the horizontal axis and Q on the verti- cal axis, find the gradient, m, and the vertical intercept, c. 3. If the demand function of a good is 2P + 3Qp = 60 where P and Qo denote price and quantity demanded, respectively, find the largest and smallest values of P for which this function is economically meaningful. 4. The demand and supply functions of a good are given by P = -52, + 80 P = 2Qs + 10 where P, Q, and Qs denote price, quantity demanded and quantity supplied, respectively. (1) Find the equilibrium price and quantity (a) graphically; (b) algebraically (2) If the government deducts, as tax, 15% of the market price of each good, determine the new equilibrium price and quantity.
Explanation:-
1.The effect on the demand curve due to an increase in
a.The price of substitutable goods;
rightward shift in the demand curve
b .The price of complementary goods;
Leftward shift in the demand curve
c. Advertising expenditure;
rightward shift in the demand curve .
Demand for a commodity and price of its substitutes move in the same direction, whereas demand for a commodity and price of a compliment move in the oppsite direction. A positive advertising will increase the demand.
2.
Gradient ( slope) of the demand curve is( —)2/3 , whereas vertical ( price) intercept will be 6
Gradient is called the slope of the demand curve which is represented by the( \Delta P/\DeltaQ). Price intercept shows the price at which quantity demand is zero.
3.
Largest value of P = 30 where quantity demand is zero and smallest value of p is zero where quantity demand is 20.
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