5t+10(t+12)+25(t+10)=770

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Solution for 5t+10(t+12)+25(t+10)=770 equation:


Simplifying
5t + 10(t + 12) + 25(t + 10) = 770

Reorder the terms:
5t + 10(12 + t) + 25(t + 10) = 770
5t + (12 * 10 + t * 10) + 25(t + 10) = 770
5t + (120 + 10t) + 25(t + 10) = 770

Reorder the terms:
5t + 120 + 10t + 25(10 + t) = 770
5t + 120 + 10t + (10 * 25 + t * 25) = 770
5t + 120 + 10t + (250 + 25t) = 770

Reorder the terms:
120 + 250 + 5t + 10t + 25t = 770

Combine like terms: 120 + 250 = 370
370 + 5t + 10t + 25t = 770

Combine like terms: 5t + 10t = 15t
370 + 15t + 25t = 770

Combine like terms: 15t + 25t = 40t
370 + 40t = 770

Solving
370 + 40t = 770

Solving for variable 't'.

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

Add '-370' to each side of the equation.
370 + -370 + 40t = 770 + -370

Combine like terms: 370 + -370 = 0
0 + 40t = 770 + -370
40t = 770 + -370

Combine like terms: 770 + -370 = 400
40t = 400

Divide each side by '40'.
t = 10

Simplifying
t = 10

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