Multiply (9c^3)/(5d^2)*((25d)/(12c))

Math
9c35d2⋅(25d12c)
Cancel the common factor of 3c.
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Factor 3c out of 9c3.
3c(3c2)5d2⋅25d12c
Factor 3c out of 12c.
3c(3c2)5d2⋅25d3c(4)
Cancel the common factor.
3c(3c2)5d2⋅25d3c⋅4
Rewrite the expression.
3c25d2⋅25d4
3c25d2⋅25d4
Cancel the common factor of 5d.
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Factor 5d out of 5d2.
3c25d(d)⋅25d4
Factor 5d out of 25d.
3c25d(d)⋅5d(5)4
Cancel the common factor.
3c25d⋅d⋅5d⋅54
Rewrite the expression.
3c2d⋅54
3c2d⋅54
Multiply 3c2d and 54.
3c2⋅5d⋅4
Simplify the expression.
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Multiply 5 by 3.
15c2d⋅4
Move 4 to the left of d.
15c24d
15c24d
Multiply (9c^3)/(5d^2)*((25d)/(12c))

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