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-11(p+5)+5(p-5)=-5p-p-80

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Answer to a math question -11(p+5)+5(p-5)=-5p-p-80

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107 Answers

Solution:
1. Distribute the constants inside the parentheses:

-11(p+5)

and

5(p-5)

-11(p+5) = -11p - 55

5(p-5) = 5p - 25

2. Rewrite the equation:

-11p - 55 + 5p - 25 = -5p - p - 80

3. Combine like terms:
- On the left side:

-11p + 5p - 55 - 25 = -6p - 80

- On the right side:

-5p - p - 80 = -6p - 80

4. The equation is now:

-6p - 80 = -6p - 80

5. Add

and

to both sides:

-6p - 80 + 6p + 80 = -6p - 80 + 6p + 80

6. Simplify both sides:

0 = 0

Since both sides of the equation are identical, this means the equation is true for all values of

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-11(p+5)+5(p-5)=-5p-p-80

Answer to a math question -11(p+5)+5(p-5)=-5p-p-80

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