SOLUTION: square root of 54m^3 n^3 divided by the square root of 3m n^6 = 3m root 2n over n to the second power. How do i get this answer?
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-> SOLUTION: square root of 54m^3 n^3 divided by the square root of 3m n^6 = 3m root 2n over n to the second power. How do i get this answer?
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Question 916631: square root of 54m^3 n^3 divided by the square root of 3m n^6 = 3m root 2n over n to the second power. How do i get this answer? Answer by Hawksfan(61) (Show Source):
You can put this solution on YOUR website!
In this case use the idea that the sqr root (a)/sqr root(b) = sqr root (a/b)
therefore sqr root [(54 m^3 n^3)/3m n^6)] = sqr root (18m^2/n^3)
= 3m * [sqr root (2)]/n* sqr (n)
now multiply both top and bottom by sqr root(n) because you cant have a sqr root on the bottom.
= 3m * [sqr root (2)] * sqr root(n)/n* sqr root (n) * sqr root (n)
= 3m sqr root(2n)/n^2
