Respuesta :
Step-by-step explanation:
let : y = Opponent side, x= Adjecent side
and r= hypotenuse
tan 0 = 4/5
y/x = 4/5 => y =4, x=5
so, r = √4²+5²=√16+25=√41
sin = y/r = 4/ √41
cos = x/r = 5/√41
tan = y/x = 4/5
csc = r/y = √41 /4
sec = r/x = √41 /5
cot = x/y = 5/4
- P/B=4/5
- P=4
- B=5
- B=√5²+4²=√41
So
- sinØ=P/H=4/√41
- cosØ=B/H=5/√41
- cotØ=5/4
- secØ=√41/5
- cscØ=√41/4