11. If the income elasticity of demand for a product is 1.0, and if consumers’ income increases by 10%, the proportion of income spent on this product ………….. [1] P = 6.67 and Q = 300. [2] P = 20 and Q = 300. [3] P = 3 and Q = 275. [4] P = 2 and Q = 500
Answer:
Since YED = 1.0, 10% increase in income (Y) results in 10% increase in demand (Q) i.e. Unitary elasticity. The proportion of income spent on:
(1) P= 6.67 and Q = 300;
"\\therefore" New demand (Q) = 300 + (0.1"\\times"300) = 300 + 30 = 330
Income spent = P "\\times" Q = 6.67 "\\times" 330 = 2,201.10
(2) P = 20 and Q = 300
New demand (Q) = 300 + (0.1"\\times"300) = 300 + 30 = 330
Income spent = P "\\times" Q = 20 "\\times" 330 = 6,600
(3) P = 3 and Q = 275:
New demand (Q) = 275 + (0.1"\\times"275) = 275 + 27.5 = 302.5
Income spent = P "\\times" Q = 3 "\\times" 302.5 = 907.50
(4) P = 2 and Q = 500
New demand (Q) =500 + (0.1"\\times"500) = 500 + 50 = 550
Income spent = P "\\times" Q = 2 "\\times" 550 = 1,100
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