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" (i) "(x+y)^(6)+(x-y)^(6)...

" (i) "(x+y)^(6)+(x-y)^(6)

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Factorise : (a) x^(6)+y^(6) " " (b) x^(6)-y^(6)

Factorise : (a) x^(6)+y^(6) " " (b) x^(6)-y^(6)

(xy)/(x+y)=(6)/(5)(xy)/(y-x)=6

{:(3x - 2y = 6),((x)/(3) - (y)/(6) = (1)/(2)):}

{:(3x - 2y = 6),((x)/(3) - (y)/(6) = (1)/(2)):}

Solve by any method: (xy)/(x+y)=6/5, (xy)/(y-x)=6

Solve for x and y : (xy )/(x + y ) = ( 6)/(5), (xy)/( y - x) = 6 (x ne 0, y ne 0 and x ne y ) .

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 :

x(x+y)+6x+6y

Expand : (x-2y + 6)( x-2y -6) .