How do you simplify $- 4 (n - 7) - 4 (- 8 n + 6)$ $-4(n-7)-4(-8n+6)$ ?

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How do you simplify $- 4 (n - 7) - 4 (- 8 n + 6)$ $-4(n-7)-4(-8n+6)$ ?

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Answer 1 · 2017-03-12T00:55:16

$28 n + 4$ $28n+4$

Explanation:

Distributing the first part of the expression, we get

$- 4 n + 28$ $-4n+28$

The expression simplifies to $- 4 n + 28 - 4 (- 8 n + 6)$ $-4n+28-4(-8n+6)$ , and by distributing the $- 4$ $-4$ into the final parenthesis, we get $+ 32 n - 24$ $+32n-24$ .
Thus, $- 4 n + 28 + 32 n - 24 = 28 n + 4$ $-4n+28+32n-24=28n+4$ .

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How do you simplify $- 4 (n - 7) - 4 (- 8 n + 6)$ $-4(n-7)-4(-8n+6)$ ?

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Explanation:

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How do you simplify $- 4 (n - 7) - 4 (- 8 n + 6)$ $-4(n-7)-4(-8n+6)$ ?