Questions: (d) (g-f)(5) = □ (e) (f · g)(1) = □ (f) (f/g)(3) = □

(d) (g-f)(5) = □ (e) (f · g)(1) = □ (f) (f/g)(3) = □
Transcript text: (d) $(g-f)(5)=$ $\square$ (e) $(f \cdot g)(1)=$ $\square$ (f) $\left(\frac{f}{g}\right)(3)=$ $\square$
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Solution

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Solution Steps

Step 1: Determine \( g(5) \) and \( f(5) \)

From the graph:

  • \( g(5) = -2 \)
  • \( f(5) = 8 \)
Step 2: Calculate \( (g - f)(5) \)

\[ (g - f)(5) = g(5) - f(5) = -2 - 8 = -10 \]

Final Answer

\[ (g - f)(5) = -10 \]

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