the demand for skateboard rides is given:
Qd = 3Pd^-.5
find the own-price elasticity of demand for skateboard ride is price is $37
The demand for skateboard rides is given by,
Qd = 3.Pd-0.5
Taking logerithm on both sides of the above equation we get,
ln(Qd) = ln(3) - 0.5×ln(Pd)
Now, taking differential on both sides we get,
(dQd/Qd) = -0.5.(dPd/Pd)
or, (dQd/dPd).(Pd/Qd) = -0.5
or, Ed = -0.5
Hence, the own price elasticity is constant for every price level and it is equal to (-0.5).
The own price elasticity of demand for skateboard rides at price $37 is (-0.5).
Hope the solution is clear to you my friend.
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