SOLUTION: 8c/(d^5)*(5d^3)/(10c^5)

Question 301805: 8c/(d^5)*(5d^3)/(10c^5)
Answer by helpnalgebra(91) (Show Source): You can put this solution on YOUR website!
(8c)/(d^(5))*(5d^(3))/(10c^(5))
Reduce the expression (5d^(3))/(10c^(5)) by removing a factor of 5 from the numerator and denominator.
(8c)/(d^(5))*(d^(3))/(2c^(5))
Cancel the common factor of 2c from the numerator of the first term (8c)/(d^(5)) and the denominator of the second term (d^(3))/(2c^(5)).
(4)/(d^(5))*(d^(3))/(c^(4))
Reduce the expression by removing the common factor of d^(3) in the denominator of the first term (4)/(d^(5)) and the numerator of the second term (d^(3))/(c^(4)).
(4)/(d^(2))*(1)/(c^(4))
Multiply (4)/(d^(2)) by (1)/(c^(4)) to get (4)/(c^(4)d^(2)).
(4)/(c^(4)d^(2))
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