can someone help me figure out the cubic root of 3^ /1024
You want the cube root of 1024? Please write what you want in words. It's much better.
The is the problem on my paper 3^ / 1024 I don't have the square root symbol on my keys
cube root of 1024 is10.079
Sunman9 , you shouldn't write it like that. It is difficult to interpret
but the answer according to the answer sheet is 4 3^Cubic square 16
Just write that you want the cube root of 1024. That's it
I have to find the root
You have to find the nearest cube that will multiply by another number to get 1024
I don't know where to start. I started with 512 is half of 1024
That's very good. the cube root of 512 is 8
so the answer is 8 cube root 2
No Hero... According to my answer key is 4 3^cubic 16
You're supposed to find the nearest cube. 512 is the nearest cube. The way your answer book did it is weird, but still correct
both answers are correct
o.k. brb
Make sure you write you answer as \[8\sqrt[3]{2}\]
\[\sqrt[3]{1024} \] This is the problem
Hero
Yes, I know, and I explained to you the answer
I have to find the answer according to the answer key
I never did cubic roots before so I am struggling on where to start or how to start working the problem
\[\sqrt[3]{1024} =\sqrt[3]{512\times 2} = \sqrt[3]{512}\sqrt[3]{2} = 8\sqrt[3]{2}\]
\[4\sqrt[3]{16}\]
Both answers are equivalent, but mine is the most correct way to do it.
right I did that but it did not give me the answer I need
I'm sorry to hear that
o.k. I appreciate the support
This there anyone on here that is good with Finding out Cubic Root's
You really don't get it man. My answer really is correct.
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