j=12u-(5-u)(2u-3)

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Solution for j=12u-(5-u)(2u-3) equation:


Simplifying
j = 12u + -1(5 + -1u)(2u + -3)

Reorder the terms:
j = 12u + -1(5 + -1u)(-3 + 2u)

Multiply (5 + -1u) * (-3 + 2u)
j = 12u + -1(5(-3 + 2u) + -1u * (-3 + 2u))
j = 12u + -1((-3 * 5 + 2u * 5) + -1u * (-3 + 2u))
j = 12u + -1((-15 + 10u) + -1u * (-3 + 2u))
j = 12u + -1(-15 + 10u + (-3 * -1u + 2u * -1u))
j = 12u + -1(-15 + 10u + (3u + -2u2))

Combine like terms: 10u + 3u = 13u
j = 12u + -1(-15 + 13u + -2u2)
j = 12u + (-15 * -1 + 13u * -1 + -2u2 * -1)
j = 12u + (15 + -13u + 2u2)

Reorder the terms:
j = 15 + 12u + -13u + 2u2

Combine like terms: 12u + -13u = -1u
j = 15 + -1u + 2u2

Solving
j = 15 + -1u + 2u2

Solving for variable 'j'.

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

Simplifying
j = 15 + -1u + 2u2

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