Need double check on Price Elasticity Please

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SUMMARY

The discussion centers on calculating the price elasticity of demand for soda when the price increases from $1.00 to $2.00 per can. The correct formula for price elasticity is the percentage change in quantity demanded divided by the percentage change in price. Given that the quantity demanded remains constant, the percentage change in quantity is 0%, leading to a price elasticity of demand of 0, indicating perfectly inelastic demand. The confusion arises from miscalculating the percentage changes involved.

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[SOLVED] Need double check on Price Elasticity Please

Question:
If the price of soda doubles from $1.00 per can to $2.00 per can and you buy the same amount, what is your price elasticity of demand for soda, and is it considered elastic or inelastic.

Formula:
% of Change in Quantity of Demand / % of Change in Price

Attempt:
I figure since the demand is the same the formula is 1/.5 = 2.0 So its inelastic correct?

I know this is a stretch on the forum considering its more economics. But this forum never let's me down :)
 
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Yes, your demand is perfectly inelastic over that price range. (It might not be perfectly inelastic if it went to a million dollars. :p.)
 
Kaleb said:
Question:
If the price of soda doubles from $1.00 per can to $2.00 per can and you buy the same amount, what is your price elasticity of demand for soda, and is it considered elastic or inelastic.

Formula:
% of Change in Quantity of Demand / % of Change in Price

Attempt:
I figure since the demand is the same the formula is 1/.5 = 2.0 So its inelastic correct?

I know this is a stretch on the forum considering its more economics. But this forum never let's me down :)
If "you buy the same amount" why is the "% of Change in Quantity of Demand" equal to 1? I would have thought the change was 0. Also if "If the price of soda doubles from $1.00 per can to $2.00 per can" why is the "% of Change in Price" 0.5? I would have thought it would be 100%.
 

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