Question

Help with Math - Cubed Roots
Question in Comments!
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Answer 1

384 I 2
192 I 2
96 I 2
48 I 2
24 I 2
12 I 2
6 I 2
3 I 3
1

so after you know these you can rewrite this number of 384 using exponents

384 = 3*2^7 and just make cube root of these exponential number
do you know it how ?

Answer 2

I honestly have no idea what that chart is for...

Answer 3

I seewhat you did.. But idk what to do with it

Answer 4

cuberoot(384) = cuberoot(3*2^7) = cuberoot(3*2^6 *2) = cuberoot(3*2*2^3 *2^3) = ?

Answer 5

hope you know that cuberoot(2^3) = 2
yes ?

Answer 6

so can you ending it ?

Answer 7

I.... Am totally confused rn.
2³ = 8
So how are you getting 2³ = 2

Answer 8

cuberoot(2^3) = 2

bc.

cuberoot(2^3) = (2^3)^(1/3) = 2^(3*1/3) = 2^(3/3) = 2

Answer 9

yes ?

Answer 10

Uh, Yah

Answer 11

@Ms-Brains

Answer 12

what is the problem again there ?

Answer 13

There it is

Answer 14

so yes exactly but you know that 384 = 3*2*2^3 *2^3

yes ?

and i have wrote to you above that cuberoot(2^3) = 2

so what mean this ?

Answer 15

do you understand it now ?

Answer 16

so but bc. inside cuberoot there are 2^3 *2^3 so this will be 2*2
and there inside cuberoot there are again 2*3 so these 2*3 will reamain inside cuberoot so tha final answer what will be than ?

Answer 17

C?

Answer 18

so bc. 2*2=4 and inside cuberoot 2*3=6 so what will be the right answer than ?

4cuberoot6 yes this is C. choice exactly

hope you understand it now

Answer 19

Oh. Ok!
Thankzz!
Do you think you could help me with two more to make sure I got it right?

Answer 20

yes write them in the openquestions column please and tag me there

Answer 21

Kk. Thankz

Answer 22

was my pleasure