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The demand funcation of Commodity 'X' is...

The demand funcation of Commodity 'X' is given as : `Q_(x)= 20 - 2P_(x)`. Calculate its price elasticity of demand when price falls from ₹ 5 to ₹3.

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The correct Answer is:
`E_(d) = (-) 1` ( Demand is unitary elastic as `E_(d)=1`)

Given : `Q_(x)=20 -2P_(x)`
Demand at Price of `₹5= 20 -2xx 5 = 10 units`
Demand at price of `₹3=20-2xx 3= 14 units`
Price Elasticity of Demand `(E_(d)) = (DeltaQ)/(DeltaP)xx P/Q= 4/(-2) xx 5/10 = (-) 1`
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SANDEEP GARG-ELASTICITY OF DEMAND-Unsolved practicals
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  11. following is the demand schedule of commodity Y: Calculate the elas...

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  14. A consumer buys 160 units of a good a t a price of ₹ 8 per unit. Price...

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  15. A consumer buys 200 units of a good at a price of ₹5 per unit. With ch...

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  16. price of a commodity decreases from ₹ 10 to ₹ 5 per unit. If the price...

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  20. What price of a commodity falls by ₹ 1 per unit , its quantitfy demand...

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