I REALLY NEED HELP.. I don't know how to simplify fractional exponents in fractions.... Problem: 2 to the 1/5 over 125 to the 1/5
If the fraction is x^(a/b), then the thing becomes the b root of (x^a). Make sense? So if it's x^(1/2), then its the 2nd root of (x^1), or the square root of x. (So the answer to your questions would be the 5th root of 2 and the 5th root of 125)
odds of google answering ur question correctly: highly/probable odds of stoner answering ur question correctly: ....... dude above me wins lottery i guess..
i did google it.. but the problem is the fifth root of 2 over the fifth root of 125 and he wants us to simplify it.. so ArjunIsAmazing, that answer is not fully simplified..
If it's fifth root of 5 divided by fifth root of 125, you can rationalize the denominator by multiplying the entire equation. I'll upload a picture, hold up.
Alright, so you basically multiply the fraction by the 5th root of (125^4). This way, you get 125 on the denominator since you're basically multiplying (125^0.2) and (125^0.8), so you just add the exponents and get 125^1 = 125. Edit: I derped and the photo's upside down. Hopefully you understand it though.
oh i know man, im not giving stoners a negative connotation im just saying i would trust a calculator doing my math more than a random person
You really only need to convert to logarithms when you're evaluating unknown exponents though (ex: 6^x = 28). The exponents are given here.