V=6(8x+2)(5x-4)-10(5x-4)

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Solution for V=6(8x+2)(5x-4)-10(5x-4) equation: 


Simplifying
V = 6(8x + 2)(5x + -4) + -10(5x + -4)

Reorder the terms:
V = 6(2 + 8x)(5x + -4) + -10(5x + -4)

Reorder the terms:
V = 6(2 + 8x)(-4 + 5x) + -10(5x + -4)

Multiply (2 + 8x) * (-4 + 5x)
V = 6(2(-4 + 5x) + 8x * (-4 + 5x)) + -10(5x + -4)
V = 6((-4 * 2 + 5x * 2) + 8x * (-4 + 5x)) + -10(5x + -4)
V = 6((-8 + 10x) + 8x * (-4 + 5x)) + -10(5x + -4)
V = 6(-8 + 10x + (-4 * 8x + 5x * 8x)) + -10(5x + -4)
V = 6(-8 + 10x + (-32x + 40x2)) + -10(5x + -4)

Combine like terms: 10x + -32x = -22x
V = 6(-8 + -22x + 40x2) + -10(5x + -4)
V = (-8 * 6 + -22x * 6 + 40x2 * 6) + -10(5x + -4)
V = (-48 + -132x + 240x2) + -10(5x + -4)

Reorder the terms:
V = -48 + -132x + 240x2 + -10(-4 + 5x)
V = -48 + -132x + 240x2 + (-4 * -10 + 5x * -10)
V = -48 + -132x + 240x2 + (40 + -50x)

Reorder the terms:
V = -48 + 40 + -132x + -50x + 240x2

Combine like terms: -48 + 40 = -8
V = -8 + -132x + -50x + 240x2

Combine like terms: -132x + -50x = -182x
V = -8 + -182x + 240x2

Solving
V = -8 + -182x + 240x2

Solving for variable 'V'.

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

Simplifying
V = -8 + -182x + 240x2

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