Question

Radical expressions question

Answer 1

http://mdtp.ucsd.edu/test_new/images/CR40W09/100dpi/CR40W34.png

Answer 2

I got 3^1/20 but I have no idea how to write this in radical form

Answer 3

\( \color{Black}{\Rightarrow \Large {3}^{1 \over 4} \cdot 3^{1 \over 5} }\)

When the base is same, you add the powers :)

Answer 4

how would you write that in a radical expression?

Answer 5

In power, it will come 9/20...

Answer 6

sorry, yes i meant 9^1/20

Answer 7

\( \color{Black}{\Rightarrow \Large 3^{9 \over 20} }\)

\( \color{Black}{\Rightarrow \sqrt[20]{9^{\large 9}}}\)

Answer 8

As \(\Large a^{x \over y} = \sqrt[y]{a^x}\)

Answer 9

\[(3)^{1/4} \times (3)^{1/5} = (3)^{(1/4 + 1/5)} = (3)^{9/20}\]

Answer 10

OHHHH i see now

Answer 11

@ParthKohli there will come 3 power 9 in the root term...

Answer 12

That's what I have written, my kind sir.

Answer 13

That is written by you only nobody came and wrote their my dear friend...

Answer 14

What? o.O

Answer 15

\[\sqrt[20]{3^9}\] must come there...

Answer 16

thank you very much for your help, both of you

Answer 17

Exactly what I have written >.<

Answer 18

You have written 9 power 3 not 3 power 9...

Answer 19

Welcome dear...

Answer 20

Oh yea lol

Answer 21

sorry

Answer 22

Don't say sorry now...