SOLUTION: Multiply and simplify ((36d^2)/(2d^2-16d+32))*((2d-8/(6d)) Would I flip the numerator and denominator in the second and multiply and simplify??

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: Multiply and simplify ((36d^2)/(2d^2-16d+32))*((2d-8/(6d)) Would I flip the numerator and denominator in the second and multiply and simplify??      Log On


   



Question 387447: Multiply and simplify
((36d^2)/(2d^2-16d+32))*((2d-8/(6d))
Would I flip the numerator and denominator in the second and multiply and simplify??

Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
Multiply and simplify
((36d^2)/(2d^2-16d+32))*((2d-8/(6d))
Would I flip the numerator and denominator in the second and multiply and simplify??
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No flipping because you are not dividing by a fraction.
You have (a/b)*(c/d)
The product is (ac)/(bd)
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((36d^2)/(2d^2-16d+32))*((2d-8/(6d))
Factor where you can.
((36d^2)/(2(d^2-8d+16))*((2(d-4))/(6d))
((36d^2)/(2(d-4)^2))*((2(d-4))/(6d))
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Cancel where you can to get.
((6d)/((d-4)))*((1))/(1))
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= (6d)/(d-4)
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Cheers,
Stan H.