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The HCF of 56(x^6y^2-x^2y^6) and 72(x^5y...

The HCF of `56(x^6y^2-x^2y^6) and 72(x^5y^3+3x^3y^5+2x y^7)` is :

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The HCF of 56(x^(6)y^(2)-x^(2)y^(6)) and 72(x^(5)y^(3)+3x^(3)y^(5)+2xy^(7)) is :

3x+2y=5 2x+3y=7

3x+2y=5 2x-3y=7

4x-2y=3 6x-3y=5

2x-y=1 ; 6x+3y=5

The HCF of 44 x^(5) y^(4) , 88 x^(6) y^(5) , and 66x^(7) y^(6) "_______" .

From the sum of 3x+2x^2-y^2 and 6y-5y^2+3x^2+4x , subtract the sum of x^2-2y^2+3x-5y and 3x^2+2y^2-4x-y

Add the algebraic expressions: 4x y^2-7x^2y ,\ 12 x^2y-6x y^2,\ -3x^2y+5x y^2

2x+3y=5 4x-5y=6