simplify b^2/3a^4
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please show work and help me work this out. I'm confused
why do you have -4 ??
then the one you wrote first is not correct ?
yes
the first one was incorrect
my apologies
ok, so the a^-4, change it to the top and you have b^2a^4 --------- 3
\[\large \frac{b^2}{3a^{-4}}\]\(\large a^{-4}\) can be rewritten as \(\large \frac{a^4}{1}\)
so recipricate it first?
yep.
than what?
there is nothing else you can do
\[\large \frac{b^2}{1} \cdot \frac{a^4}{1} \cdot \frac{1}{3}\]
Nothing more you can simplify since there are no like terms to cancel or factor out. b and a are two separate variables.
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would this be correct?
god, im extremely confused
?
the right answer is the one I gave you and the one jhannybean, which is the same
neither of your answers are choices from a b c or d
what are the choices
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those are the answers
i don't have a lot of time. sorry
b^2a^4 --------- 3 is same as, a^4b^2 --------- 3
i just need help knowing how to do this. so that way i'll get better at it
well b is the same
b^2a^4 is the same as a^4b^2
3 x 4 is the same as 4 x 3
I realize that. I've been told that, my question is how do you find that? Come to that conclusion?
wat conclusion ?
*answer excuse me. how did you come up with that answer?
lets just say it : Answer is b
you also get the same thing when you have \[\large \frac{b^2}{1} \cdot \frac{a^4}{1} \cdot \frac{1}{3}\] when you combine the numerator and denominator, you get \[\large \frac{b^2\cdot a^4 \cdot 1}{3}\]
IM OUT. nevermind. I'll just watch a video on how to do it. But thanks for the help.
:\ don't give up on us...
this is good video from khanacademy on exponent rules :) https://www.youtube.com/watch?feature=player_embedded&v=kITJ6qH7jS0
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