Y=log[(9X+9)(7X-3)]

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Solution for Y=log[(9X+9)(7X-3)] equation: 


Simplifying
Y = log[(9X + 9)(7X + -3)]

Reorder the terms:
Y = glo[(9 + 9X)(7X + -3)]

Reorder the terms:
Y = glo[(9 + 9X)(-3 + 7X)]

Multiply (9 + 9X) * (-3 + 7X)
Y = glo[(9(-3 + 7X) + 9X * (-3 + 7X))]
Y = glo[((-3 * 9 + 7X * 9) + 9X * (-3 + 7X))]
Y = glo[((-27 + 63X) + 9X * (-3 + 7X))]
Y = glo[(-27 + 63X + (-3 * 9X + 7X * 9X))]
Y = glo[(-27 + 63X + (-27X + 63X2))]

Combine like terms: 63X + -27X = 36X
Y = glo[(-27 + 36X + 63X2)]
Y = [-27 * glo + 36X * glo + 63X2 * glo]
Y = [-27glo + 36gloX + 63gloX2]

Solving
Y = -27glo + 36gloX + 63gloX2

Solving for variable 'Y'.

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

Simplifying
Y = -27glo + 36gloX + 63gloX2

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