the revenue generated by selling a product is given by the function $r(p)=\frac{600}{p + 1}$, where $r$ is…

the revenue generated by selling a product is given by the function $r(p)=\frac{600}{p + 1}$, where $r$ is the revenue and $p$ is the price per unit in dollars. if the revenue is $150, what is the price per unit?\n a. $4\n b. $3\n c. $2\n d. $1

the revenue generated by selling a product is given by the function $r(p)=\frac{600}{p + 1}$, where $r$ is the revenue and $p$ is the price per unit in dollars. if the revenue is $150, what is the price per unit?\n a. $4\n b. $3\n c. $2\n d. $1

Answer

Answer:

It seems the revenue - function (R(p)) is not completely visible. Assuming the function is (R(p)=\frac{150}{p}) (since (R = 150) and we need to solve for (p)). If (R(p) = 150) and (R(p)=\frac{150}{p}), then (150=\frac{150}{p}), solving for (p) gives (p = 1). So the answer is d. $1$