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Question about simplifying radical expressions Can anyone give me a thorough explanation on how I would simplify: 5 times the square root of 81q^5
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\[\sqrt[5]{81^{5}}\]
Is that what the equation looks like?
I forgot the q.....=P
Yeah with the Q xD
And the 5 is a little bigger, the one on the outside of the radical, like a whole number instead of an exponent
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Well the way I learn how to do it was you would just cancel the both 5 out
oh, we just recently started doing this and I tried getting factors for 81 and bringing them outside the radical and I ended up with: 5 x 3^2 q^2 times the square root of q^3 lol
The answer is 81q then
I mean if you have different exponents or roots then you probably need to do it that way.
Thanks
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