What is evaluate sin⁡(−t) and csc⁡(−t) if sin⁡(t)=−25?

Kason Murray

Kason Murray

Answered

2023-01-01

What is evaluate sin(t) and csc(t) if sin(t)=25?

Answer & Explanation

Gremoli9bs

Gremoli9bs

Expert

2023-01-02Added 10 answers

Recall that sin(x) is an odd function, meaning that sin(x)=sin(x).
So, this means that sin(t)=sin(t)
Knowing that already sin(t)=25, so sin(t)=sin(t)=(25)=25.
csc(t)=1sin(t)
csc(t)=1sin(t)
Then we calculated sin(t):
csc(t)=125=52 (Remember, 1ab=ba).

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