3(x^2)y+sin(3y)+cos(3x)+xysin(x)cos(3y)+3(x^2)(y^3)+3(x^3)(y^2)=(x^2)+2xy+(y^2)

Simple and best practice solution for 3(x^2)y+sin(3y)+cos(3x)+xysin(x)cos(3y)+3(x^2)(y^3)+3(x^3)(y^2)=(x^2)+2xy+(y^2) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it

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Solution for 3(x^2)y+sin(3y)+cos(3x)+xysin(x)cos(3y)+3(x^2)(y^3)+3(x^3)(y^2)=(x^2)+2xy+(y^2) equation:

Simplifying
3(x²) * y + sin(3y) + cos(3x) + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply x² * y
3x²y + sin(3y) + cos(3x) + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Remove parenthesis around (3y)
3x²y + ins * 3y + cos(3x) + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Reorder the terms for easier multiplication:
3x²y + 3ins * y + cos(3x) + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply ins * y
3x²y + 3insy + cos(3x) + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Remove parenthesis around (3x)
3x²y + 3insy + cos * 3x + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Reorder the terms for easier multiplication:
3x²y + 3insy + 3cos * x + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply cos * x
3x²y + 3insy + 3cosx + xysin(x) * cos(3y) + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Remove parenthesis around (3y)
3x²y + 3insy + 3cosx + insxy * x * cos * 3y + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Reorder the terms for easier multiplication:
3x²y + 3insy + 3cosx + 3insxy * x * cos * y + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply insxy * x
3x²y + 3insy + 3cosx + 3insx²y * cos * y + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply insx²y * cos
3x²y + 3insy + 3cosx + 3cinos²x²y * y + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply cinos²x²y * y
3x²y + 3insy + 3cosx + 3cinos²x²y² + 3(x²)(y³) + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply x² * y³
3x²y + 3insy + 3cosx + 3cinos²x²y² + 3x²y³ + 3(x³)(y²) = (x²) + 2xy + (y²)

Multiply x³ * y²
3x²y + 3insy + 3cosx + 3cinos²x²y² + 3x²y³ + 3x³y² = (x²) + 2xy + (y²)

Reorder the terms:
3cinos²x²y² + 3cosx + 3insy + 3x²y + 3x²y³ + 3x³y² = (x²) + 2xy + (y²)
3cinos²x²y² + 3cosx + 3insy + 3x²y + 3x²y³ + 3x³y² = x² + 2xy + (y²)
3cinos²x²y² + 3cosx + 3insy + 3x²y + 3x²y³ + 3x³y² = x² + 2xy + y²

Reorder the terms:
3cinos²x²y² + 3cosx + 3insy + 3x²y + 3x²y³ + 3x³y² = 2xy + x² + y²

Solving
3cinos²x²y² + 3cosx + 3insy + 3x²y + 3x²y³ + 3x³y² = 2xy + x² + y²

Solving for variable 'c'.

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

Add '-3insy' to each side of the equation.
3cinos²x²y² + 3cosx + 3insy + 3x²y + 3x²y³ + -3insy + 3x³y² = 2xy + x² + -3insy + y²

Reorder the terms:
3cinos²x²y² + 3cosx + 3insy + -3insy + 3x²y + 3x²y³ + 3x³y² = 2xy + x² + -3insy + y²

Combine like terms: 3insy + -3insy = 0
3cinos²x²y² + 3cosx + 0 + 3x²y + 3x²y³ + 3x³y² = 2xy + x² + -3insy + y²
3cinos²x²y² + 3cosx + 3x²y + 3x²y³ + 3x³y² = 2xy + x² + -3insy + y²

Reorder the terms:
3cinos²x²y² + 3cosx + 3x²y + 3x²y³ + 3x³y² = -3insy + 2xy + x² + y²

Add '-3x²y' to each side of the equation.
3cinos²x²y² + 3cosx + 3x²y + 3x²y³ + -3x²y + 3x³y² = -3insy + 2xy + x² + -3x²y + y²

Reorder the terms:
3cinos²x²y² + 3cosx + 3x²y + -3x²y + 3x²y³ + 3x³y² = -3insy + 2xy + x² + -3x²y + y²

Combine like terms: 3x²y + -3x²y = 0
3cinos²x²y² + 3cosx + 0 + 3x²y³ + 3x³y² = -3insy + 2xy + x² + -3x²y + y²
3cinos²x²y² + 3cosx + 3x²y³ + 3x³y² = -3insy + 2xy + x² + -3x²y + y²

Add '-3x²y³' to each side of the equation.
3cinos²x²y² + 3cosx + 3x²y³ + -3x²y³ + 3x³y² = -3insy + 2xy + x² + -3x²y + -3x²y³ + y²

Combine like terms: 3x²y³ + -3x²y³ = 0
3cinos²x²y² + 3cosx + 0 + 3x³y² = -3insy + 2xy + x² + -3x²y + -3x²y³ + y²
3cinos²x²y² + 3cosx + 3x³y² = -3insy + 2xy + x² + -3x²y + -3x²y³ + y²

Add '-3x³y²' to each side of the equation.
3cinos²x²y² + 3cosx + 3x³y² + -3x³y² = -3insy + 2xy + x² + -3x²y + -3x²y³ + -3x³y² + y²

Combine like terms: 3x³y² + -3x³y² = 0
3cinos²x²y² + 3cosx + 0 = -3insy + 2xy + x² + -3x²y + -3x²y³ + -3x³y² + y²
3cinos²x²y² + 3cosx = -3insy + 2xy + x² + -3x²y + -3x²y³ + -3x³y² + y²

Reorder the terms:
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = -3insy + 3insy + 2xy + -2xy + x² + -1x² + -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²

Combine like terms: -3insy + 3insy = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0 + 2xy + -2xy + x² + -1x² + -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 2xy + -2xy + x² + -1x² + -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²

Combine like terms: 2xy + -2xy = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0 + x² + -1x² + -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = x² + -1x² + -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²

Combine like terms: x² + -1x² = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0 + -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = -3x²y + 3x²y + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²

Combine like terms: -3x²y + 3x²y = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0 + -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = -3x²y³ + 3x²y³ + -3x³y² + 3x³y² + y² + -1y²

Combine like terms: -3x²y³ + 3x²y³ = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0 + -3x³y² + 3x³y² + y² + -1y²
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = -3x³y² + 3x³y² + y² + -1y²

Combine like terms: -3x³y² + 3x³y² = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0 + y² + -1y²
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = y² + -1y²

Combine like terms: y² + -1y² = 0
3cinos²x²y² + 3cosx + 3insy + -2xy + -1x² + 3x²y + 3x²y³ + 3x³y² + -1y² = 0

The solution to this equation could not be determined.

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3(x^2)y+sin(3y)+cos(3x)+xysin(x)cos(3y)+3(x^2)(y^3)+3(x^3)(y^2)=(x^2)+2xy+(y^2)

Simple and best practice solution for 3(x^2)y+sin(3y)+cos(3x)+xysin(x)cos(3y)+3(x^2)(y^3)+3(x^3)(y^2)=(x^2)+2xy+(y^2) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it

Solution for 3(x^2)y+sin(3y)+cos(3x)+xysin(x)cos(3y)+3(x^2)(y^3)+3(x^3)(y^2)=(x^2)+2xy+(y^2) equation:

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