3[2-9(t-12)]=12(3t+2)+348

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Solution for 3[2-9(t-12)]=12(3t+2)+348 equation:


Simplifying
3[2 + -9(t + -12)] = 12(3t + 2) + 348

Reorder the terms:
3[2 + -9(-12 + t)] = 12(3t + 2) + 348
3[2 + (-12 * -9 + t * -9)] = 12(3t + 2) + 348
3[2 + (108 + -9t)] = 12(3t + 2) + 348

Combine like terms: 2 + 108 = 110
3[110 + -9t] = 12(3t + 2) + 348
[110 * 3 + -9t * 3] = 12(3t + 2) + 348
[330 + -27t] = 12(3t + 2) + 348

Reorder the terms:
330 + -27t = 12(2 + 3t) + 348
330 + -27t = (2 * 12 + 3t * 12) + 348
330 + -27t = (24 + 36t) + 348

Reorder the terms:
330 + -27t = 24 + 348 + 36t

Combine like terms: 24 + 348 = 372
330 + -27t = 372 + 36t

Solving
330 + -27t = 372 + 36t

Solving for variable 't'.

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

Add '-36t' to each side of the equation.
330 + -27t + -36t = 372 + 36t + -36t

Combine like terms: -27t + -36t = -63t
330 + -63t = 372 + 36t + -36t

Combine like terms: 36t + -36t = 0
330 + -63t = 372 + 0
330 + -63t = 372

Add '-330' to each side of the equation.
330 + -330 + -63t = 372 + -330

Combine like terms: 330 + -330 = 0
0 + -63t = 372 + -330
-63t = 372 + -330

Combine like terms: 372 + -330 = 42
-63t = 42

Divide each side by '-63'.
t = -0.6666666667

Simplifying
t = -0.6666666667

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