Given f(x)=-x^(2)-12, find f(4) Answer:

Identify Function and Value: Identify the function and the value to be substituted into the function. The function given is f(x) = -x^(2) - 12, and we need to find the value of f(4).Substitute Value into Function: Substitute the value 4 into the function in place of x. f(4) = -(4)^(2) - 12Calculate Square of 4: Calculate the square of 4. (4)^(2) = 16Substitute Result into Function: Substitute the result from Step 3 into the function. f(4) = -(16) - 12Multiply -1 by Square: Multiply -1 by the square of 4. -(16) = -16Add Result to -12: Add the result from Step 5 to -12. f(4) = -16 - 12Calculate Final Result: Calculate the final result. f(4) = -28

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Given $f(x)=-x^{2}-12$ , find $f(4)$ $\newline$ Answer:

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Q. Given

f(x)=-x^{2}-12

, find

f(4)

\newline

Answer:

Identify Function and Value: Identify the function and the value to be substituted into the function. $\newline$ The function given is $f(x) = -x^{2} - 12$ , and we need to find the value of $f(4)$ .
Substitute Value into Function: Substitute the value $4$ into the function in place of $x$ . $f(4) = -(4)^{2} - 12$
Calculate Square of $4$ : Calculate the square of $4$ . $4^{2} = 16$
Substitute Result into Function: Substitute the result from Step $3$ into the function. $\newline$ $f(4) = -(16) - 12$
Multiply $-1$ by Square: Multiply $-1$ by the square of $4$ . $-\left(16\right) = -16$
Add Result to $-12$ : Add the result from Step $5$ to $-12$ . $\newline$ $f(4) = -16 - 12$
Calculate Final Result: Calculate the final result. $f(4) = -28$