Let C be the cost function. C'(x) = 3600 + 100x + 2x² (in blue) and let R be the revenue function, R(x) = 500x - 2x² (in red) below. What are the x values where the two functions are equal? Enter your answers with *₁ < #₂: 1.₁= 2. I₂ =
INTRODUCTION
Equating functions means setting two functions equal to each other. This is typically done to solve for the value(s) of the independent variable(s) that make the two functions equal. Equating functions can also be used to find the intersection points of two graphs, which represent the values of x where the two functions have the same y-values. These intersection points can be found by setting the two functions equal to each other and then solving for x and then substituting that value of x back into one of the original functions to find the corresponding y-value.
Given details: The cost function C(x) and the revenue function R(x) is given as:
To determine: We have to find the two values of where the two functions are equal.
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