Question

rationalize the denominator and simplify
(√:4(3s^3))/(√4:(2t^5))

Answer 1

Can you use the Equation tool to make it a bit more clear?

Answer 2

@Mandre ok

Answer 3

\[\frac{ \sqrt[4]{3s^3} }{ \sqrt[4]{2t^5} }\]

Answer 4

@Mandre

Answer 5

The best I can do is:
\[\frac{\sqrt[4]{3s ^{3}}.\sqrt[4]{2t ^{5}} }{ \sqrt[4]{2t ^{5}}.\sqrt[4]{2t ^{5}} }\]

Then you get:
\[\frac{\sqrt[4]{3s ^{3}.{2t ^{5}}} }{ 2t ^{5} }\]
\[=\frac{ \sqrt[4]{6s ^{3}t ^{5}} }{ 2t ^{5} }\]

Answer 6

thank you @Mandre

Answer 7

@Mandre kind of made a mistake

Answer 8

You have to multiply by the reciprocal not the same denominator

Answer 9

@Luigi0210 ok I will post up anther question can you help me

Answer 10

I'll try