Look at the figure:

An image of a right triangle is shown with an angle labeled x.

If tan x° = 11 divided by r and cos x° = r divided by s, what is the value of sin x°?

sin x° = s divided by 11
sin x° = 11 divided by s
sin x° = 11r
sin x° = 11s

Question

Look at the figure:

An image of a right triangle is shown with an angle labeled x.

If tan x° = 11 divided by r and cos x° = r divided by s, what is the value of sin x°?

 sin x° = s divided by 11
 sin x° = 11 divided by s
 sin x° = 11r
 sin x° = 11s

anonymous · Answer

@dan815 @campbell_st

anonymous · Answer

attachment

campbell_st · Answer

so knowing the about tan(x): 11 is the opposite side and r is the adjacent side
 
                                  cos(x)  r is the adjacent side  and s is the hypotenuse

so that means             sin(x) = 11/s     opposite/hypotenuse

anonymous · Answer

wait thats it ?

anonymous · Answer

wow this is easier than i thought

campbell_st · Answer

that's it

you need to know 

tan = opposite/adjacent, cos = adjacent/hypotenuse     and sin = opposite/hypotenuse

anonymous · Answer

ok thanks :)

campbell_st · Answer

so by knowing the ratio basics you can label the sides

dinamix · Answer

sinx = 11 divided by s this the answer cuz  sinx = 11 /s

dinamix · Answer

@please_help_me