Question

Solve for X

Answer 1

\[\frac{ x }{ 2\sqrt{3} }=2\]

Answer 2

cross multiply :)

Answer 3

What do you get after cross multiplying ?

Answer 4

example
\[\frac{ x }{ 6\sqrt{3} } = 15 \\ \\ x= 6\sqrt{3}~ X~ 15\]

Answer 5

What's up mind blaster?

Answer 6

how would i solve for x?

Answer 7

rvc has it, \[x = 6\sqrt{5} \times 15\] I think that big X might have confused you, it's just being multiplied.

Answer 8

Remember \[a \sqrt{b} \times c \implies (c \times a) \sqrt{b}\]

Answer 9

hmm

Answer 10

\[6\sqrt{3} \times 15 \implies (6 \times 15) \sqrt{3}\]

Answer 11

\[2\times 2\sqrt{3}\]

Answer 12

is it

Answer 13

\[\sqrt{3}\]

Answer 14

4

Answer 15

Mhm?

Answer 16

\[4\sqrt{3}\]

Answer 17

is that the answer?

Answer 18

\[90\sqrt{3}\]

Answer 19

how?

Answer 20

It cannot be simplified.

Answer 21

\[2 \times 2\sqrt{3} = 90\sqrt{3}\]

Answer 22

your telling me this is it?

Answer 23

What?

Answer 24

Oooh

Answer 25

I was looking at rvc's example

Answer 26

its 4\(\sqrt3\) = 4 X 1.732

Answer 27

Haha, I thought that was the question!

Answer 28

Yes, you're right mindblaster :)

Answer 29

oh1! it all makes sense now! thank you all <3

Answer 30

\[4\sqrt{3}\] is right haha, sorry about that!

Answer 31

its okay :D

Answer 32

yep u can further simplify
\(\sqrt3\)=1.732