(-368sin(184t)sin(184t))+(368cos(184t)cos(184t))=x

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Solution for (-368sin(184t)sin(184t))+(368cos(184t)cos(184t))=x equation: 


Simplifying
(-368sin(184t) * sin(184t)) + (368cos(184t) * cos(184t)) = x

Remove parenthesis around (184t)
(-368ins * 184t * sin(184t)) + (368cos(184t) * cos(184t)) = x

Remove parenthesis around (184t)
(-368ins * 184t * ins * 184t) + (368cos(184t) * cos(184t)) = x

Reorder the terms for easier multiplication:
(-368 * 184 * 184ins * t * ins * t) + (368cos(184t) * cos(184t)) = x

Multiply -368 * 184
(-67712 * 184ins * t * ins * t) + (368cos(184t) * cos(184t)) = x

Multiply -67712 * 184
(-12459008ins * t * ins * t) + (368cos(184t) * cos(184t)) = x

Multiply ins * t
(-12459008inst * ins * t) + (368cos(184t) * cos(184t)) = x

Multiply inst * ins
(-12459008i2n2s2t * t) + (368cos(184t) * cos(184t)) = x

Multiply i2n2s2t * t
(-12459008i2n2s2t2) + (368cos(184t) * cos(184t)) = x

Remove parenthesis around (184t)
(-12459008i2n2s2t2) + (368cos * 184t * cos(184t)) = x

Remove parenthesis around (184t)
(-12459008i2n2s2t2) + (368cos * 184t * cos * 184t) = x

Reorder the terms for easier multiplication:
(-12459008i2n2s2t2) + (368 * 184 * 184cos * t * cos * t) = x

Multiply 368 * 184
(-12459008i2n2s2t2) + (67712 * 184cos * t * cos * t) = x

Multiply 67712 * 184
(-12459008i2n2s2t2) + (12459008cos * t * cos * t) = x

Multiply cos * t
(-12459008i2n2s2t2) + (12459008cost * cos * t) = x

Multiply cost * cos
(-12459008i2n2s2t2) + (12459008c2o2s2t * t) = x

Multiply c2o2s2t * t
(-12459008i2n2s2t2) + (12459008c2o2s2t2) = x

Reorder the terms:
(12459008c2o2s2t2) + (-12459008i2n2s2t2) = x

Solving
(12459008c2o2s2t2) + (-12459008i2n2s2t2) = x

Solving for variable 'c'.

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

Add '(12459008i2n2s2t2)' to each side of the equation.
(12459008c2o2s2t2) + (-12459008i2n2s2t2) + (12459008i2n2s2t2) = (12459008i2n2s2t2) + x

Combine like terms: (-12459008i2n2s2t2) + (12459008i2n2s2t2) = 0
(12459008c2o2s2t2) + 0 = (12459008i2n2s2t2) + x
(12459008c2o2s2t2) = (12459008i2n2s2t2) + x

Divide each side by '(12459008o2s2t2)'.
c2 = i2n2o-2 + 0.00000008026321197o-2s-2t-2x

Simplifying
c2 = i2n2o-2 + 0.00000008026321197o-2s-2t-2x

Reorder the terms:
c2 + -1i2n2o-2 + -0.00000008026321197o-2s-2t-2x = i2n2o-2 + -1i2n2o-2 + 0.00000008026321197o-2s-2t-2x + -0.00000008026321197o-2s-2t-2x

Combine like terms: i2n2o-2 + -1i2n2o-2 = 0
c2 + -1i2n2o-2 + -0.00000008026321197o-2s-2t-2x = 0 + 0.00000008026321197o-2s-2t-2x + -0.00000008026321197o-2s-2t-2x
c2 + -1i2n2o-2 + -0.00000008026321197o-2s-2t-2x = 0.00000008026321197o-2s-2t-2x + -0.00000008026321197o-2s-2t-2x

Combine like terms: 0.00000008026321197o-2s-2t-2x + -0.00000008026321197o-2s-2t-2x = 0.00000000000000000
c2 + -1i2n2o-2 + -0.00000008026321197o-2s-2t-2x = 0.00000000000000000

The solution to this equation could not be determined.

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