$$ K \frac{\begin{array}{l} ext { Perform each indicated operation. } \ -8-(-5)(7)\end{array}}{(-8-(-5)(7)=\square} $$

Question

$$ K \frac{\begin{array}{l}	ext { Perform each indicated operation. } \ -8-(-5)(7)\end{array}}{(-8-(-5)(7)=\square} $$

UpStudy AI · Accepted Answer

1. Start with the expression:
   $$
   -8 - (-5)(7)
   $$

2. Multiply $$-5$$ and $$7$$:
   $$
   (-5)(7) = -35
   $$
   
3. Substitute the multiplication result back into the expression:
   $$
   -8 - (-35)
   $$
   
4. Recognize that subtracting a negative is equivalent to adding a positive:
   $$
   -8 + 35
   $$
   
5. Add the two numbers:
   $$
   -8 + 35 = 27
   $$

The final answer is:
$$
27
$$
The final answer is 27.

\( K \frac{\begin{array}{l}\text { Perform each indicated operation. } \\ -8-(-5)(7)\end{array}}{(-8-(-5)(7)=\square} \)

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