-48(n+25)=8(n+67)

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Solution for -48(n+25)=8(n+67) equation:


Simplifying
-48(n + 25) = 8(n + 67)

Reorder the terms:
-48(25 + n) = 8(n + 67)
(25 * -48 + n * -48) = 8(n + 67)
(-1200 + -48n) = 8(n + 67)

Reorder the terms:
-1200 + -48n = 8(67 + n)
-1200 + -48n = (67 * 8 + n * 8)
-1200 + -48n = (536 + 8n)

Solving
-1200 + -48n = 536 + 8n

Solving for variable 'n'.

Move all terms containing n to the left, all other terms to the right.

Add '-8n' to each side of the equation.
-1200 + -48n + -8n = 536 + 8n + -8n

Combine like terms: -48n + -8n = -56n
-1200 + -56n = 536 + 8n + -8n

Combine like terms: 8n + -8n = 0
-1200 + -56n = 536 + 0
-1200 + -56n = 536

Add '1200' to each side of the equation.
-1200 + 1200 + -56n = 536 + 1200

Combine like terms: -1200 + 1200 = 0
0 + -56n = 536 + 1200
-56n = 536 + 1200

Combine like terms: 536 + 1200 = 1736
-56n = 1736

Divide each side by '-56'.
n = -31

Simplifying
n = -31

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