(5y^2+7y-3)(-13y^2-8y+11)=

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Solution for (5y^2+7y-3)(-13y^2-8y+11)= equation:


Simplifying
(5y2 + 7y + -3)(-13y2 + -8y + 11) = 0

Reorder the terms:
(-3 + 7y + 5y2)(-13y2 + -8y + 11) = 0

Reorder the terms:
(-3 + 7y + 5y2)(11 + -8y + -13y2) = 0

Multiply (-3 + 7y + 5y2) * (11 + -8y + -13y2)
(-3(11 + -8y + -13y2) + 7y * (11 + -8y + -13y2) + 5y2 * (11 + -8y + -13y2)) = 0
((11 * -3 + -8y * -3 + -13y2 * -3) + 7y * (11 + -8y + -13y2) + 5y2 * (11 + -8y + -13y2)) = 0
((-33 + 24y + 39y2) + 7y * (11 + -8y + -13y2) + 5y2 * (11 + -8y + -13y2)) = 0
(-33 + 24y + 39y2 + (11 * 7y + -8y * 7y + -13y2 * 7y) + 5y2 * (11 + -8y + -13y2)) = 0
(-33 + 24y + 39y2 + (77y + -56y2 + -91y3) + 5y2 * (11 + -8y + -13y2)) = 0
(-33 + 24y + 39y2 + 77y + -56y2 + -91y3 + (11 * 5y2 + -8y * 5y2 + -13y2 * 5y2)) = 0
(-33 + 24y + 39y2 + 77y + -56y2 + -91y3 + (55y2 + -40y3 + -65y4)) = 0

Reorder the terms:
(-33 + 24y + 77y + 39y2 + -56y2 + 55y2 + -91y3 + -40y3 + -65y4) = 0

Combine like terms: 24y + 77y = 101y
(-33 + 101y + 39y2 + -56y2 + 55y2 + -91y3 + -40y3 + -65y4) = 0

Combine like terms: 39y2 + -56y2 = -17y2
(-33 + 101y + -17y2 + 55y2 + -91y3 + -40y3 + -65y4) = 0

Combine like terms: -17y2 + 55y2 = 38y2
(-33 + 101y + 38y2 + -91y3 + -40y3 + -65y4) = 0

Combine like terms: -91y3 + -40y3 = -131y3
(-33 + 101y + 38y2 + -131y3 + -65y4) = 0

Solving
-33 + 101y + 38y2 + -131y3 + -65y4 = 0

Solving for variable 'y'.

The solution to this equation could not be determined.

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