-558sin(186)(0.002)sin(186)(0.002)+558cos(186)(0.002)cos(186)(0.002)=

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Solution for -558sin(186)(0.002)sin(186)(0.002)+558cos(186)(0.002)cos(186)(0.002)= equation: 


Simplifying
-558sin(186)(0.002) * sin(186)(0.002) + 558cos(186)(0.002) * cos(186)(0.002) = 0

Reorder the terms for easier multiplication:
-558 * 186 * 0.002 * 186 * 0.002ins * ins + 558cos(186)(0.002) * cos(186)(0.002) = 0

Multiply -558 * 186
-103788 * 0.002 * 186 * 0.002ins * ins + 558cos(186)(0.002) * cos(186)(0.002) = 0

Multiply -103788 * 0.002
-207.576 * 186 * 0.002ins * ins + 558cos(186)(0.002) * cos(186)(0.002) = 0

Multiply -207.576 * 186
-38609.136 * 0.002ins * ins + 558cos(186)(0.002) * cos(186)(0.002) = 0

Multiply -38609.136 * 0.002
-77.218272ins * ins + 558cos(186)(0.002) * cos(186)(0.002) = 0

Multiply ins * ins
-77.218272i2n2s2 + 558cos(186)(0.002) * cos(186)(0.002) = 0

Reorder the terms for easier multiplication:
-77.218272i2n2s2 + 558 * 186 * 0.002 * 186 * 0.002cos * cos = 0

Multiply 558 * 186
-77.218272i2n2s2 + 103788 * 0.002 * 186 * 0.002cos * cos = 0

Multiply 103788 * 0.002
-77.218272i2n2s2 + 207.576 * 186 * 0.002cos * cos = 0

Multiply 207.576 * 186
-77.218272i2n2s2 + 38609.136 * 0.002cos * cos = 0

Multiply 38609.136 * 0.002
-77.218272i2n2s2 + 77.218272cos * cos = 0

Multiply cos * cos
-77.218272i2n2s2 + 77.218272c2o2s2 = 0

Reorder the terms:
77.218272c2o2s2 + -77.218272i2n2s2 = 0

Solving
77.218272c2o2s2 + -77.218272i2n2s2 = 0

Solving for variable 'c'.

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

Add '77.218272i2n2s2' to each side of the equation.
77.218272c2o2s2 + -77.218272i2n2s2 + 77.218272i2n2s2 = 0 + 77.218272i2n2s2

Combine like terms: -77.218272i2n2s2 + 77.218272i2n2s2 = 0.000000
77.218272c2o2s2 + 0.000000 = 0 + 77.218272i2n2s2
77.218272c2o2s2 = 0 + 77.218272i2n2s2
Remove the zero:
77.218272c2o2s2 = 77.218272i2n2s2

Divide each side by '77.218272o2s2'.
c2 = i2n2o-2

Simplifying
c2 = i2n2o-2

Take the square root of each side:
c = {-1ino-1, ino-1}

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