function q= 19825 √pº where p is in dollars. Currently, each unit of the product is selling for $3. a. Determine the point elasticity of demand of this product. (Do not round &; answer exactly.) The point elasticity of demand is ε = Round these next two parts to the nearest whole number. b. Determine the effect on revenue if the price were decreased by 1 %. If the price were decreased by 1 %, the revenue will increase OF c. Determine the effect on revenue if the price were decreased by 5%. If the price were decreased by 5 %, the revenue will increase by $ by $

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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A company estimates that the weekly sales q of its product is related to the product's price p by the
function
9
=
19825
where p is in dollars. Currently, each unit of the product is selling for $3.
a. Determine the point elasticity of demand of this product. (Do not round ; answer exactly.)
The point elasticity of demand is ε =
OF
Round these next two parts to the nearest whole number.
b. Determine the effect on revenue if the price were decreased by 1%.
If the price were decreased by 1 %, the revenue will increase
c. Determine the effect on revenue if the price were decreased by 5 %.
If the price were decreased by 5 %, the revenue will increase
by $
by $
Transcribed Image Text:A company estimates that the weekly sales q of its product is related to the product's price p by the function 9 = 19825 where p is in dollars. Currently, each unit of the product is selling for $3. a. Determine the point elasticity of demand of this product. (Do not round ; answer exactly.) The point elasticity of demand is ε = OF Round these next two parts to the nearest whole number. b. Determine the effect on revenue if the price were decreased by 1%. If the price were decreased by 1 %, the revenue will increase c. Determine the effect on revenue if the price were decreased by 5 %. If the price were decreased by 5 %, the revenue will increase by $ by $
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