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If $F(x)=x^{2}-3 x+C$ and $F(-1)=4,$ what is the value of $C ?$

$\begin{array}{ll}\text { } & C=0\end{array}$

00:30

Audrey F.

Calculus 1 / AB

Chapter 4

Applications of the Derivative

Section 9

Antiderivatives

Derivatives

Differentiation

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in this problem we have f of X is equal to X squared minus three x plus e and we have up of negative one is equal to four and we're supposed to find c solving this problem. First, we will have plug in and I get a one to the function which is negative one squared minus three times negative one plus C equals four. Because of our statement right here and evaluating this further, we will have one plus three plus C is equal to four. No, we will help four plus C equals before and subjecting for from both sides we will get C is equal to zero.

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