y=5(9+h)(9+h)(9+h)

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Solution for y=5(9+h)(9+h)(9+h) equation:


Simplifying
y = 5(9 + h)(9 + h)(9 + h)

Multiply (9 + h) * (9 + h)
y = 5(9(9 + h) + h(9 + h))(9 + h)
y = 5((9 * 9 + h * 9) + h(9 + h))(9 + h)
y = 5((81 + 9h) + h(9 + h))(9 + h)
y = 5(81 + 9h + (9 * h + h * h))(9 + h)
y = 5(81 + 9h + (9h + h2))(9 + h)

Combine like terms: 9h + 9h = 18h
y = 5(81 + 18h + h2)(9 + h)

Multiply (81 + 18h + h2) * (9 + h)
y = 5(81(9 + h) + 18h * (9 + h) + h2(9 + h))
y = 5((9 * 81 + h * 81) + 18h * (9 + h) + h2(9 + h))
y = 5((729 + 81h) + 18h * (9 + h) + h2(9 + h))
y = 5(729 + 81h + (9 * 18h + h * 18h) + h2(9 + h))
y = 5(729 + 81h + (162h + 18h2) + h2(9 + h))
y = 5(729 + 81h + 162h + 18h2 + (9 * h2 + h * h2))
y = 5(729 + 81h + 162h + 18h2 + (9h2 + h3))

Combine like terms: 81h + 162h = 243h
y = 5(729 + 243h + 18h2 + 9h2 + h3)

Combine like terms: 18h2 + 9h2 = 27h2
y = 5(729 + 243h + 27h2 + h3)
y = (729 * 5 + 243h * 5 + 27h2 * 5 + h3 * 5)
y = (3645 + 1215h + 135h2 + 5h3)

Solving
y = 3645 + 1215h + 135h2 + 5h3

Solving for variable 'y'.

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

Simplifying
y = 3645 + 1215h + 135h2 + 5h3

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