y=10(3u+1)(1-5u)

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Solution for y=10(3u+1)(1-5u) equation: 


Simplifying
y = 10(3u + 1)(1 + -5u)

Reorder the terms:
y = 10(1 + 3u)(1 + -5u)

Multiply (1 + 3u) * (1 + -5u)
y = 10(1(1 + -5u) + 3u * (1 + -5u))
y = 10((1 * 1 + -5u * 1) + 3u * (1 + -5u))
y = 10((1 + -5u) + 3u * (1 + -5u))
y = 10(1 + -5u + (1 * 3u + -5u * 3u))
y = 10(1 + -5u + (3u + -15u2))

Combine like terms: -5u + 3u = -2u
y = 10(1 + -2u + -15u2)
y = (1 * 10 + -2u * 10 + -15u2 * 10)
y = (10 + -20u + -150u2)

Solving
y = 10 + -20u + -150u2

Solving for variable 'y'.

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

Simplifying
y = 10 + -20u + -150u2

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