Simplify (image in comments) A. 5^9/4 B. 25 8sqrt5 C. 5^9/10 D. 3125 sqrt5 E. none of these I'm getting B? is this correct?
@DanJS could you help me?
sure
do you remember that \[\sqrt{x} = x ^{1/2}\]
let me type the equation in here...
\[\sqrt[5]{(25)^2*\sqrt{5}}\]
yes. i remember that.
ok, then you can write, fifth root is the same as to the 1/5 th power...
\[[25^2 *5^{1/2}]^{1/5}\]
i got 5^9/10 when i solved that equation
so that would be C then?
sorry i was getting crazy lagg
thats okay i just finished solving it lol
write the 25^2 as 5^4
so you get , after multiplying each term by the 1/5 5^(4/5) * 5^(1/10)
which is the same as 5^(4/5 + 1/10) = 5^ (8/10 + 1/10) = 5^(9/10) yep
you know all the exponent rules, or you want me to go through them real fast?
there are like 4 or 5 of them
i think i know them but run through them quick so that i can make sure i've got them all
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