Divide ((9(b^4))/c)÷((15b^5c)/(2c))*5

Math
9(b4)c÷15b5c2c⋅5
Reduce the expression 15b5c2c by cancelling the common factors.
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Cancel the common factor.
9b4c15b5c2c⋅5
Rewrite the expression.
9b4c15b52⋅5
9b4c15b52⋅5
Multiply the numerator by the reciprocal of the denominator.
9b4c⋅215b5⋅5
Cancel the common factor of 3b4.
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Factor 3b4 out of 9b4.
3b4(3)c⋅215b5⋅5
Factor 3b4 out of 15b5.
3b4(3)c⋅23b4(5b)⋅5
Cancel the common factor.
3b4⋅3c⋅23b4(5b)⋅5
Rewrite the expression.
3c⋅25b⋅5
3c⋅25b⋅5
Multiply 3c and 25b.
3⋅2c(5b)⋅5
Multiply 3 by 2.
6c(5b)⋅5
Cancel the common factor of 5.
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Factor 5 out of c⋅5b.
65(cb)⋅5
Cancel the common factor.
65(cb)⋅5
Rewrite the expression.
6cb
6cb
Divide ((9(b^4))/c)÷((15b^5c)/(2c))*5

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