Question

if r=cube root of A^2B/C then log r can be represented by

Answer 1

\[r=\sqrt[3]{\frac{ A ^{2B} }{ C}}\] is it your problem?

Answer 2

the b isnt part of the exponent

Answer 3

\[r=\sqrt[3]{A ^{2}B/C}\]

Answer 4

thats what it looks like. well as close as i could get it :)

Answer 5

\[\log r = \log (A ^{2}B/C)^{1/3}\]

Answer 6

can you explain how you got that?

Answer 7

If r=cube root of A^2B/C
Then log r = log cube root of A^2B/C
and since \[\sqrt[3]{x} = x ^{1/3}\]
then, log r = log (A^2B/C)^1/3

Answer 8

which can also be expressed as log r = 1/3 [ log (A^2B/C) ]

Answer 9

thank you so much!!!

Answer 10

ur welcome :)