With one question. a toy company has determined that the revenue generated by a particular toy is modeled by the following equation: 10x - 0.025x² the variable x is measured in thousands of toys produced, and r(x) is measured in thousands of dollars. what is the maximum revenue the company can earn with this toy?

The equation is r(x) = 10x - 0.025x² where x is measured in thousands of toys produced, and r(x) is measured in thousands of dollars.

For maximum r, r'(x) = 0

It becomes: r'(x) =

=

x= 200

Hence, r(200) =

Solving it we get,

r(200) = 1000

Hence, maximum revenue is $1000.

2 x t divided by n

step-by-step explanation:

f(x) = y

f(-3) = -5

step-by-step explanation: