The Store's price elasticity of demand for the tuna on rye is 0.47.
Data and Calculations:
Change in price = 75 cents
New price = $4.25
Old price = $3.50 ($4.25 - $0.75)
Percentage change in demand = 10%
Percentage change in price = 21.43% ($0.75/$3.50 x 100)
Price elasticity of demand = % change in quantity demanded/% change in price
= 10%/21.43%
= 0.467
= 0.47
Economists can conclude that the demand for the tuna on rye is relatively inelastic.
Thus, the price elasticity of demand is less than 1 (0.47). The quantity demanded does not change significantly following the price increase.
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