Identify a function f that has the given characteristics. Then sketch the function.f(0) = 3f'(x)...
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Identify a function f that has the given characteristics. Then sketch the function.f(0) = 3f'(x) = 3,00 < x < 00Step 1We are given f '(x) = 3, -?0 < x < . This means the derivative of our function f is constant for all realnumbers. Another way to think of this is that the slope of the tangent line to f is the same regardless of wherewe are on f. What type of function has a constant slope?linearcubicexponentialquadraticStep 2We determined that f is a linear function, and we know f '(x) is the slope. Write the general form of a linearfunction replacing the slope with f '(x).f(x) = mx + b== f'(x) x + bMmF(x)Submitx + bSkip (you cannot come back)
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