Effect of Luxury Tax on Consumption Government economists of a developing country determined that the purchase of imported perfume is related to a proposed "luxury tax" by the following formula where N(x) measures the percentage of normal consumption of perfume when a "luxury tax" of x% is imposed on it. N(x) =10,000 - 40x-0.02x2 (0 ≤ x ≤ 200) Find the rate of change of N(x) for taxes of 35%, 100%, and 120%. (Round your answers to three decimal places.) 35% tax 100% tax 120% tax consumption/percentage increase in tax consumption/percentage increase in tax consumption/percentage increase in tax
Effect of Luxury Tax on Consumption Government economists of a developing country determined that the purchase of imported perfume is related to a proposed "luxury tax" by the following formula where N(x) measures the percentage of normal consumption of perfume when a "luxury tax" of x% is imposed on it. N(x) =10,000 - 40x-0.02x2 (0 ≤ x ≤ 200) Find the rate of change of N(x) for taxes of 35%, 100%, and 120%. (Round your answers to three decimal places.) 35% tax 100% tax 120% tax consumption/percentage increase in tax consumption/percentage increase in tax consumption/percentage increase in tax
Chapter1: Making Economics Decisions
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Transcribed Image Text:Effect of Luxury Tax on Consumption Government economists of a developing country determined that the purchase of imported perfume is related to a proposed "luxury tax" by the following
formula where N(x) measures the percentage of normal consumption of perfume when a "luxury tax" of x% is imposed on it.
N(x) =10,000 - 40x-0.02x2
(0 ≤ x ≤ 200)
Find the rate of change of N(x) for taxes of 35%, 100%, and 120%. (Round your answers to three decimal places.)
35% tax
100% tax
120% tax
consumption/percentage increase in tax
consumption/percentage increase in tax
consumption/percentage increase in tax
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