The dernand equation for a certain product is \( 2 p^{2}+q^{2}=1500 \), where \( p \) is the price per unit in dollars and \(
Show transcribed data
The dernand equation for a certain product is 2p 2
+q 2
=1500, where p is the price per unit in dollars and q is the number of units demanded (a) Find and interpret dp
dq
(b) Find and interpet dq
dp
(a) How is dp
dq calculated? A. Use implicit differentiation. Differentiate with respect to q and assume that q is a function of p B. Use implict differentiation. Differentate with respect to q and assume that p is a function of q C. Use implict differentiation Differentiate with respect to p and assume that q is a function of p. D. Use implict differentiation. Differentiate with rospect to p and assume that p is a function of q Find and interpret dp
dq
Select the correct choice below and fill in the answer box to complete your choice. A. dp
dq
is the rate of change of demand with rospect to price. dp
dq
= B. dp
dq
is the rate of change of price with respect to demand dp
dq
= (b) How is dq
dp
calculated? A. Use implict differentiation. Diflerentate with respoct to q and assume that p is a function of a