$47/8$points

The demand equation for a certain product is

$2p^2{q}^2=1800$

$,$ where $p$ is the price per unit in dollars and $q$ is the number of units demanded.

a$)$ What is the demand quantity at a price of $$10?$

when the price is $$10$ the demand quantity is $$ units.

b$)$ Find and interpret dq$/$dp when the price is $$10.$

quantity

$0\mathrm{.}5$

price

$11$

will 'decrease' by

when

goes up to $

c$)$ Find and interpret dp$/$dq when the price is $$10$

'price' will decrease by $$ when $$ ges up to $$