I need some serious guidance on this problem. The problem below needs to be simplified as low as possible as a fraction. I can only get it into a sqaure root.
\[(1/4)^{-3/2}\]
Hey there! Think of it as 2 steps that you need to do. Lets break it up so that you only have to see one think in the exponent area. \[(1/4)^{-3}\]
Ok I'll start it that way.
Now when you get _________, I want you to take the square root of it. Is that okay with you?
\[\sqrt{1/4^{-3}}\] I got this..... I might be doing it wrong.
Well, You are doing it all correct, Try solving 1/4^-3. I know it seems hard but if you don't get it, I'll help.
I'm not sure for fractions, but I believe you do flip it.....?
Here I'll throw in some advice. When you see a fraction and a negative exponent. Think of it as Flipping the equation. So that would then become 4^3.
Yep! You're right on it!
4^3?
Yep! 4 x 4 x 4.
:D Ha! 64
Yepppp! Now we are at the easy step. What is the square root of 64?
Easy..... 8
What would be next?
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