Question

Please help

Answer 1

What do you need?

Answer 2

\[10\sqrt{12x^3}*2\sqrt{6^3}\]

Answer 3

\[20\sqrt{72x^6}\]

Answer 4

\[20\sqrt{18x^3}*\sqrt{4x^3}\]

Answer 5

\[20*9*2\sqrt{x^6}\]

Answer 6

\[360\sqrt{x^6}\]

Answer 7

What should I do now?

Answer 8

@mathmale

Answer 9

@ganeshie8

Answer 10

I'm not very good at these. Sorry.

Answer 11

Its ok @_Taterater

Answer 12

Someone please help me

Answer 13

\(\large 10\sqrt{12x^3}*2\sqrt{x^3}\)

Answer 14

like that ?

Answer 15

\[10\sqrt{12x^3}*2\sqrt{6x^3}\]

Answer 16

Then I did the other staff and now I have it like this:
\[360\sqrt{x^6}\]

Answer 17

\(\large 10\sqrt{12x^3}*2\sqrt{6x^3}\)


\(\large 20\sqrt{12x^3}*\sqrt{6x^3}\)

Answer 18

Next, notice that \(\large \sqrt{\star} \times \sqrt{\star} = \star\)

Answer 19

so, \(\large \sqrt{x^3} \times \sqrt{x^3}\) simplifies to \(\large x^3\)

Answer 20

oh

Answer 21

that observation makes ur life easy,
instead of putting everything inside radical and trying to simplify stuff

Answer 22

\(\large 20\sqrt{12x^3}*\sqrt{6x^3}\)

becomes :

\(\large 20 x^3 \sqrt{12}*\sqrt{6}\)

Answer 23

see if you're okay wid above

Answer 24

I'll try

Answer 25

good luck !

Answer 26

360x^3