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Standard XII

Chemistry

State and Path Variables, Functions

Find the elas...

Question

Find the elasticity of supply when price $5$ units. Supply function is given by $q = 25 - 4 p + p^{2}$

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Solution

The correct option is A $1$
$q = 25 - 4 p + p^{2}$
Elasticity of supply $= \frac{\frac{d q}{q}}{\frac{d p}{p}} = \frac{(- 4 + 2 p) \times p}{(25 - 4 p + p^{2})}$
When $p = 5$ units
Elasticity of supply $= \frac{(- 4 + 10) \times 5}{(25 - 20 + 25)} = 1$

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Find the elasticity of supply when price 5 units. Supply function is given by q=25−4p+p2

The correct option is A 1q=25−4p+p2Elasticity of supply =dqqdpp=(−4+2p)×p(25−4p+p2)When p=5 unitsElasticity of supply =(−4+10)×5(25−20+25)=1

Find the elasticity of supply when price $5$ units. Supply function is given by $q = 25 - 4 p + p^{2}$

The correct option is A $1$
$q = 25 - 4 p + p^{2}$
Elasticity of supply $= \frac{\frac{d q}{q}}{\frac{d p}{p}} = \frac{(- 4 + 2 p) \times p}{(25 - 4 p + p^{2})}$
When $p = 5$ units
Elasticity of supply $= \frac{(- 4 + 10) \times 5}{(25 - 20 + 25)} = 1$