-16(10i-90)=32(8u+71)

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Solution for -16(10i-90)=32(8u+71) equation:


Simplifying
-16(10i + -90) = 32(8u + 71)

Reorder the terms:
-16(-90 + 10i) = 32(8u + 71)
(-90 * -16 + 10i * -16) = 32(8u + 71)
(1440 + -160i) = 32(8u + 71)

Reorder the terms:
1440 + -160i = 32(71 + 8u)
1440 + -160i = (71 * 32 + 8u * 32)
1440 + -160i = (2272 + 256u)

Solving
1440 + -160i = 2272 + 256u

Solving for variable 'i'.

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

Add '-1440' to each side of the equation.
1440 + -1440 + -160i = 2272 + -1440 + 256u

Combine like terms: 1440 + -1440 = 0
0 + -160i = 2272 + -1440 + 256u
-160i = 2272 + -1440 + 256u

Combine like terms: 2272 + -1440 = 832
-160i = 832 + 256u

Divide each side by '-160'.
i = -5.2 + -1.6u

Simplifying
i = -5.2 + -1.6u

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