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Sav [38]
3 years ago
6

Suppose that as the price of y falls from $2.00 to $1.90, the quantity of y demanded increases from 110 to 118. then the absolut

e value of the price elasticity (using the midpoint formula) is
Business
2 answers:
guapka [62]3 years ago
7 0
Given:
P₀ = $2.00, the original price
P₁ = $1.90, the new price
Q₀ = 110, the original demand
Q₁ = 118, the new demand

The price elasticity of demand is
\eta =  \frac{(Q_{1}-Q_{0})/(Q_{1}+Q_{0})}{(P_{1}-P_{0})/(P_{1}+P_{0})} \\\\ =  \frac{8/228}{-0.1/3.9}  \\\\ =-1.3684 \\\\ |\eta| = 1.3684

Answer: |η| = 1.37  (nearest hundredth)

Nat2105 [25]3 years ago
5 0
<span>1.4545 First we calculate the price change percentage (2-1.9)/2 = -5% Then the change in demand percentage: (118-110)/110 = 7.27% the absolute value of the elasticity coefficient is then: |demand/price| = |.0727/-.05%| = | -1.4545| = 1.4545</span>
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