The demand function for a certain commodity at a sales
price of p dollars follows the function:
d(p)=22000e^-0.5p -1
a) Determine the sales price at which there will be no demand for
this commodity.
Construct the elasticity of demand function for this commodity.
Calculate and interpret
the elasticity at a sales price of $2.
Determine the maximum revenue generated by sales of this
commodity.
The demand is unit elastic
The revenue is maximized at p = $2
Get Answers For Free
Most questions answered within 1 hours.