Question

Find the X. Round to the nearest tenth.
Medal and Fan! HELP!

Answer 1

uhhh thats not enough to do anything with

Answer 2

is there anymore info

Answer 3

yes, please give us some equation to work on:)

Answer 4

@emmaleelooney

Answer 5

@KakeFace @DaBest21 @SolomonZelman

Answer 6

\(\large\color{black}{ \displaystyle \frac{ x }{{\rm Sin}(90)} =\frac{19}{{\rm Sin}(20)} }\)

Answer 7

sines law:)

Answer 8

idk sry

Answer 9

thanks anyways @KakeFace and @SolomonZelman I'm gonna try and put that together but im not sure that I'm going to get it right...

Answer 10

you just have to use the calculator
also, know that `sin(90º)=1`

Answer 11

so all you have is ` x = 19 / Sin(20) `

Answer 12

while you are calculating I will post some general info about the sines law.

Answer 13

okay... and I got 55.5

Answer 14

?

Answer 15

so i would round it to 55.6

Answer 16

}
yes correct

Answer 17

And as relates to that picture I will post the formula

Answer 18

\(\LARGE{\bbox[5pt, lightcyan ,border:2px solid blue ]{ \displaystyle \frac{ {\rm Sin(A)} }{a}=\frac{ {\rm Sin(B)} }{b}=\frac{ {\rm Sin(C)} }{c} }}\)

Answer 19

Okay, so just to clarify ... 55.6 is the right answer?

Answer 20

or, same way can you say that:


\(\LARGE{\bbox[5pt, lightgreen ,border:2px solid green ]{ \displaystyle \frac{a}{ {\rm Sin(A)} }=\frac{b}{ {\rm Sin(B)} }=\frac{c} { {\rm Sin(C)} } }}\)

Answer 21

and yes, your answer is right

Answer 22

whew! Thank you so much!!!