Question

Find the value of x..

Answer 1

Where?

Answer 2

there

Answer 3

use sin.

\[\LARGE \sin 60^{\circ}=\frac{x}{14} \]

Answer 4

@Kreshnik
it gave me 0.86

Answer 5

well that's not what I just came up with...
\[\LARGE \sin 60^{\circ}=\frac{\sqrt3}{2}\]

Answer 6

and you have:
\[\LARGE \frac{\sqrt3}{2}=\frac{x}{14}\]
continue.. see what you get.

Answer 7

i didnt get that/:

Answer 8

what don't you get?

Answer 9

the answer.. i got 3.24

Answer 10

do you mind showing steps...

Answer 11

its on the caculator i think im doing it wrong

Answer 12

can you do it without calculator?

Answer 13

you know the answer to that lol

Answer 14

where are you stuck?

Answer 15

the answer .

Answer 16

\[\LARGE \frac{\sqrt3}{2}=\frac{x}{14}\]
use cross multiply, and tell me what you get

Answer 17

/:

Answer 18

can't you do that?

\[\LARGE 14\sqrt3=2x \]
now divide both sides by 2. and tell me what you get.

Answer 19

24.2

Answer 20

3.24

Answer 21

?

Answer 22

24.2 =what?
3.14=what?

24.2=x
24.2=2x
24.2=3x
...
24.2=100x
? :) which one you mean?

Answer 23

3.24 ... IDK im confused

Answer 24

did you use calculator? (I can give you the answer but you should know how to do it)

Answer 25

Yeah, and you should and explain how you got it that way ill still learn it

Answer 26

1. I explained everything it could be explained so far, is just that I think you're still not capable to solve these .
2. don't use calculator
3. try dividing it again.
4.here's another hint:

\[\LARGE \frac{14\sqrt3}{2}=\frac{2x}{2}\]

5. simplify
6.tell me what you get :)

Answer 27

12.12?

Answer 28

yes that's correct. well done. :) x\(\approx \)12.12

Answer 29

kay lol thank you

Answer 30

@Kaytree16 & you're welcome xD

Answer 31

anyways u can use trig sins law