Question

rationalize the denominator and simplify
√3:((5a^5)/(3b))

Answer 1

im confused

Answer 2

can you draw the expression

Answer 3

\[\sqrt{3}:\frac{5a^5}{3b}\]?

Answer 4

\[\sqrt[3]{\frac{ 5a^5 }{ 3b }}\]

This is the question rationalize this denominator and simplify

Answer 5

@zzr0ck3r yes

Answer 6

@zzr0ck3r were you helping me or not?

Answer 7

if you rationalize the denominator, its going to get ugly

Answer 8

@zzr0ck3r well thats what the question asked me to do

Answer 9

it also asked you to simplify, these are contradictions, ill show you

Answer 10

ok thanks @zzr0ck3r

Answer 11

\[\frac{\sqrt[3]{5a^5}}{\sqrt[3]{3b}}=\frac{\sqrt[3]{5a^5}}{\sqrt[3]{3b}}*\frac{\sqrt[3]{(3b^2)}}{\sqrt[3]{(3b)^2}}\]
=
\[\frac{\sqrt[3]{5a^5}*\sqrt[3]{(3b)^2}}{3b}=\frac{\sqrt[3]{5a^59b^2}}{3b}\]
=
\[\frac{\sqrt[3]{45a^3a^2b^2}}{3b}=a\frac{\sqrt[3]{45a^2b^2}}{3b}\]

Answer 12

so we rationalized the denominator, but this looks way worse in my opinion.

Answer 13

i have that but it says my answer is wrong @zzr0ck3r

Answer 14

@mathstudent55 did I mess something up here?

Answer 15

@joemath314159 do you see any problems?

Answer 16

I have no forgotten you, just waiting for someone else to come take a look. there are so many different ways to write these that I want to make sure I did everything right before we start rearranging again. because this is not fun in latex and it takes me way too long

Answer 17

bump the question when you can

Answer 18

ok @zzr0ck3r no problem

Answer 19

@zzr0ck3r I got the same you did.

Answer 20

ty for looking

Answer 21

wlcm

Answer 22

I don't know what to do because my HW won't accept the answer and I got the same answer as you guys @zzr0ck3r

Answer 23

How do you enter the answer? Are you showing it's a cubic root in a way that is understandable?

Answer 24

@salce08 ?