How do you combine $8 (3 x + 8) - 7 (6 - x)$ $8( 3x + 8) - 7( 6- x )$ ?

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How do you combine $8 (3 x + 8) - 7 (6 - x)$ $8( 3x + 8) - 7( 6- x )$ ?

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Answer 1 · 2018-03-13T01:39:19

Distributive Property

Explanation:

Multiply the $8$ $8$ by $3 x$ $3x$ and $8$ $8$ to get $24 x + 64$ $24x + 64$
Multiply the $- 7$ $-7$ by $6$ $6$ and $- x$ $-x$ to get $- 42 + 7 x$ $-42 + 7x$
Combine to get $24 x + 64 - 42 + 7 x$ $24x + 64 - 42 + 7x$ , which can be simplified to:
$31 x + 22$ $31x + 22$

Answer 2 · 2018-03-13T01:41:10

$31 x + 20$ $31x+20$

Explanation:

Here are the steps:
$8 (3 x + 8) - 7 (6 - x)$ $8(3x+8)-7(6-x)$

First, you distribute the $8$ $8$ and $7$ $7$ .
$24 x + 64 - 42 + 7 x$ $24x+64-42+7x$

Then, you combine like terms.
$31 x + 22$ $31x+22$

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How do you combine $8 (3 x + 8) - 7 (6 - x)$ $8( 3x + 8) - 7( 6- x )$ ?

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Explanation:

Explanation:

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How do you combine 8( 3x + 8) - 7( 6- x )8(3x+8)−7(6−x)8( 3x + 8) - 7( 6- x )?

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Explanation:

Explanation:

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How do you combine $8 (3 x + 8) - 7 (6 - x)$ $8( 3x + 8) - 7( 6- x )$ ?