Question

@_CaraWells_

Answer 1

@Vallarylynn

Answer 2

Hello :)
do you have a math question?

Answer 3

A.



30.2 degrees


B.



35.3 degrees


C.



59.8 degrees


D.



54.7 degrees

Answer 4

looks like a law of sines problem right?

Answer 5

\[\frac{\sin(45)}{9}=\frac{\sin(C)}{11}\] and so
\[\sin(C)=\frac{11\times \sin(45)}{9}\]

Answer 6

find that number with a calculator, otherwise it is just
\[\sin(C)=\frac{11\sqrt{2}}{9}\] but you need a calculator anyway, because you want angle \(C\) which you find via the inverse sine of your number

Answer 7

@ladykastathegraceling

Answer 8

? so i just type that into my calculator