Solution:
"Income\\;elasticity \\;of\\;demand= \\frac{\\%\\;change\\;in\\;demand }{\\%\\;change\\;in\\;income}"
"3=\\frac{\\%\\;change\\;in\\;demand }{(\\frac{1000-500}{500} ) }"
"3=\\frac{\\%\\;change\\;in\\;demand}{100\\%}"
"3\\times 100 \\% = \\% \\; change\\; in\\; demand"
"\\%\\;change\\;in\\;demand=300\\%"
Therefore the new meat demand is:
"300\\%\\times 3=9"
Hence his demand for meat increased by:
"9-3=6"
The meat is a normal good for him
This is because a normal good is any good in which demand increases when income increases, and the demand for meat has substantially increased with the increase in income levels.
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