-((4rs-5(r+4s))-4(4r^2-s))=x

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Solution for -((4rs-5(r+4s))-4(4r^2-s))=x equation:


Simplifying
-1((4rs + -5(r + 4s)) + -4(4r2 + -1s)) = x
-1((4rs + (r * -5 + 4s * -5)) + -4(4r2 + -1s)) = x
-1((4rs + (-5r + -20s)) + -4(4r2 + -1s)) = x

Reorder the terms:
-1((-5r + 4rs + -20s) + -4(4r2 + -1s)) = x

Remove parenthesis around (-5r + 4rs + -20s)
-1(-5r + 4rs + -20s + -4(4r2 + -1s)) = x
-1(-5r + 4rs + -20s + (4r2 * -4 + -1s * -4)) = x
-1(-5r + 4rs + -20s + (-16r2 + 4s)) = x

Reorder the terms:
-1(-5r + 4rs + -16r2 + -20s + 4s) = x

Combine like terms: -20s + 4s = -16s
-1(-5r + 4rs + -16r2 + -16s) = x
(-5r * -1 + 4rs * -1 + -16r2 * -1 + -16s * -1) = x
(5r + -4rs + 16r2 + 16s) = x

Solving
5r + -4rs + 16r2 + 16s = x

Solving for variable 'r'.

Combine like terms: x + -1x = 0
5r + -4rs + 16r2 + 16s + -1x = 0

The solution to this equation could not be determined.

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