(3 *x - 3* y) (x * y) (y(2) - x(2)) (x(2) * y(2)) negative exponents...

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(3 *x - 3* y) (x * y) (y(2) - x(2)) (x(2) * y(2)) negative exponents in your final answer. You may need to use one of the following factoring formulas: Perform the indicated operations and simplify the complex fraction r³y³ = (x - y) (x² + xy + y²) - 2³+y³ = (x+y)(x² - xy + y²) completely. Do not include (3 *x - 3* y) (x * y) (y(2) - x(2)) (x(2) * y(2)) negative exponents in your final answer. You may need to use one of the following factoring formulas: Perform the indicated operations and simplify the complex fraction r³y³ = (x - y) (x² + xy + y²) - 2³+y³ = (x+y)(x² - xy + y²) completely. Do not include

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Solution Starting with the first expression 3x 3yxy y... View the full answer