(5x^2y-2xy^2+3xy-5)(-2x^2y-3xy^2+4xy+7)=

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Solution for (5x^2y-2xy^2+3xy-5)(-2x^2y-3xy^2+4xy+7)= equation: 


Simplifying
(5x2y + -2xy2 + 3xy + -5)(-2x2y + -3xy2 + 4xy + 7) = 0

Reorder the terms:
(-5 + 3xy + -2xy2 + 5x2y)(-2x2y + -3xy2 + 4xy + 7) = 0

Reorder the terms:
(-5 + 3xy + -2xy2 + 5x2y)(7 + 4xy + -3xy2 + -2x2y) = 0

Multiply (-5 + 3xy + -2xy2 + 5x2y) * (7 + 4xy + -3xy2 + -2x2y)
(-5(7 + 4xy + -3xy2 + -2x2y) + 3xy * (7 + 4xy + -3xy2 + -2x2y) + -2xy2 * (7 + 4xy + -3xy2 + -2x2y) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
((7 * -5 + 4xy * -5 + -3xy2 * -5 + -2x2y * -5) + 3xy * (7 + 4xy + -3xy2 + -2x2y) + -2xy2 * (7 + 4xy + -3xy2 + -2x2y) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
((-35 + -20xy + 15xy2 + 10x2y) + 3xy * (7 + 4xy + -3xy2 + -2x2y) + -2xy2 * (7 + 4xy + -3xy2 + -2x2y) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
(-35 + -20xy + 15xy2 + 10x2y + (7 * 3xy + 4xy * 3xy + -3xy2 * 3xy + -2x2y * 3xy) + -2xy2 * (7 + 4xy + -3xy2 + -2x2y) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
(-35 + -20xy + 15xy2 + 10x2y + (21xy + 12x2y2 + -9x2y3 + -6x3y2) + -2xy2 * (7 + 4xy + -3xy2 + -2x2y) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
(-35 + -20xy + 15xy2 + 10x2y + 21xy + 12x2y2 + -9x2y3 + -6x3y2 + (7 * -2xy2 + 4xy * -2xy2 + -3xy2 * -2xy2 + -2x2y * -2xy2) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
(-35 + -20xy + 15xy2 + 10x2y + 21xy + 12x2y2 + -9x2y3 + -6x3y2 + (-14xy2 + -8x2y3 + 6x2y4 + 4x3y3) + 5x2y * (7 + 4xy + -3xy2 + -2x2y)) = 0
(-35 + -20xy + 15xy2 + 10x2y + 21xy + 12x2y2 + -9x2y3 + -6x3y2 + -14xy2 + -8x2y3 + 6x2y4 + 4x3y3 + (7 * 5x2y + 4xy * 5x2y + -3xy2 * 5x2y + -2x2y * 5x2y)) = 0
(-35 + -20xy + 15xy2 + 10x2y + 21xy + 12x2y2 + -9x2y3 + -6x3y2 + -14xy2 + -8x2y3 + 6x2y4 + 4x3y3 + (35x2y + 20x3y2 + -15x3y3 + -10x4y2)) = 0

Reorder the terms:
(-35 + -20xy + 21xy + 15xy2 + -14xy2 + 10x2y + 35x2y + 12x2y2 + -9x2y3 + -8x2y3 + 6x2y4 + -6x3y2 + 20x3y2 + 4x3y3 + -15x3y3 + -10x4y2) = 0

Combine like terms: -20xy + 21xy = 1xy
(-35 + 1xy + 15xy2 + -14xy2 + 10x2y + 35x2y + 12x2y2 + -9x2y3 + -8x2y3 + 6x2y4 + -6x3y2 + 20x3y2 + 4x3y3 + -15x3y3 + -10x4y2) = 0

Combine like terms: 15xy2 + -14xy2 = 1xy2
(-35 + 1xy + 1xy2 + 10x2y + 35x2y + 12x2y2 + -9x2y3 + -8x2y3 + 6x2y4 + -6x3y2 + 20x3y2 + 4x3y3 + -15x3y3 + -10x4y2) = 0

Combine like terms: 10x2y + 35x2y = 45x2y
(-35 + 1xy + 1xy2 + 45x2y + 12x2y2 + -9x2y3 + -8x2y3 + 6x2y4 + -6x3y2 + 20x3y2 + 4x3y3 + -15x3y3 + -10x4y2) = 0

Combine like terms: -9x2y3 + -8x2y3 = -17x2y3
(-35 + 1xy + 1xy2 + 45x2y + 12x2y2 + -17x2y3 + 6x2y4 + -6x3y2 + 20x3y2 + 4x3y3 + -15x3y3 + -10x4y2) = 0

Combine like terms: -6x3y2 + 20x3y2 = 14x3y2
(-35 + 1xy + 1xy2 + 45x2y + 12x2y2 + -17x2y3 + 6x2y4 + 14x3y2 + 4x3y3 + -15x3y3 + -10x4y2) = 0

Combine like terms: 4x3y3 + -15x3y3 = -11x3y3
(-35 + 1xy + 1xy2 + 45x2y + 12x2y2 + -17x2y3 + 6x2y4 + 14x3y2 + -11x3y3 + -10x4y2) = 0

Solving
-35 + 1xy + 1xy2 + 45x2y + 12x2y2 + -17x2y3 + 6x2y4 + 14x3y2 + -11x3y3 + -10x4y2 = 0

Solving for variable 'x'.

The solution to this equation could not be determined.

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