if x + y is equal to x y is equal to 1 find the value of x cube minus y cube by x square minus y square
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do (x+y) ^3 formula
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x + y = 12
Raise both sides to the 3rd power (cube both sides)
(x + y)� = 12�
(x + y)(x + y)(x + y) = 1728
(x + y)(x� + 2xy + y�) = 1728
x� + 2x�y + xy� + x�y +2xy� + y� = 1728
x� + 3x�y + 3xy� + y� = 1728
Factor 3xy out of the two middle terms:
x� + 3xy(x + y) + y� = 1728
We substitute 27 for xy and 12 for x + y
x� + 3(27)(12) + y� = 1728
x� + 972 + y� = 1728
x� + y� = 756
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