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simplify the rational expression 3y-6z/2z-y
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\[\frac{ 3y-6z }{ 2z-y }\]
Factor 3 out of 3y -6z \[\frac{ 3(y-2z) }{ 2z-y }\] Reduce the expression by cancelling the common factors. Factor −1 out of y. 3(−1(−y)−2z)2z−y Factor −1 out of −2z. 3(−1(−y)−1(2z))2z−y Factor −1 out of −1(−y)−1(2z). 3(−1(−y+2z))2z−y Remove parentheses around −1(−y+2z). 3⋅−1(−y+2z)2z−y Reorder terms. 3⋅−1(−y+2z)−y+2z Cancel the common factor. 3⋅−1( −y+2z ) −y+2z Divide 3⋅−1 by 1 to get 3⋅−1. 3⋅−1 Multiply 3 by -1 to get -3 -3
@Hina5
thank you very much
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