Questions: Use the graph of the function (f) shown to answer parts (a)-( (n) ). (a) Find (f(-28)) and (f(-12)). (f(-28)=-8 ) (f(-12)=12) (b) Find (f(24)) and (f(0)).

Use the graph of the function (f) shown to answer parts (a)-( (n) ).
(a) Find (f(-28)) and (f(-12)).
(f(-28)=-8 )
(f(-12)=12)
(b) Find (f(24)) and (f(0)).
Transcript text: Use the graph of the function $f$ shown to answer parts (a)-( $n$ ). (a) Find $f(-28)$ and $f(-12)$. \[ \begin{array}{l} f(-28)=-8 \\ f(-12)=12 \end{array} \] (b) Find $f(24)$ and $f(0)$.
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Solution

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Solution Steps

Step 1: Find f(24)

The graph shows that when \(x = 24\), the corresponding y-value is 8. Therefore, \(f(24) = 8\).

Step 2: Find f(0)

The graph shows that when \(x = 0\), the corresponding y-value is -4. Therefore, \(f(0) = -4\).

Final Answer

\(f(24) = 8\) and \(f(0) = -4\) \\( \boxed{f(24) = 8, \ f(0) = -4} \\)

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