G(-3)whenG(w)=-2w^5+8w^3-25w+4

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Solution for G(-3)whenG(w)=-2w^5+8w^3-25w+4 equation: 


Simplifying
G(-3) * whenG(w) = -2w5 + 8w3 + -25w + 4

Reorder the terms for easier multiplication:
-3G * ehnwG * w = -2w5 + 8w3 + -25w + 4

Multiply G * ehnwG
-3ehnwG2 * w = -2w5 + 8w3 + -25w + 4

Multiply ehnwG2 * w
-3ehnw2G2 = -2w5 + 8w3 + -25w + 4

Reorder the terms:
-3ehnw2G2 = 4 + -25w + 8w3 + -2w5

Solving
-3ehnw2G2 = 4 + -25w + 8w3 + -2w5

Solving for variable 'e'.

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

Divide each side by '-3hnw2G2'.
e = -1.333333333h-1n-1w-2G-2 + 8.333333333h-1n-1w-1G-2 + -2.666666667h-1n-1wG-2 + 0.6666666667h-1n-1w3G-2

Simplifying
e = -1.333333333h-1n-1w-2G-2 + 8.333333333h-1n-1w-1G-2 + -2.666666667h-1n-1wG-2 + 0.6666666667h-1n-1w3G-2

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