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Select the functions that have a value of 1.

sin 90°
cos90°
tan90°
csc90°
sec90°
cot90°

User Nahano
by
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1 Answer

5 votes

Answer:


\displaystyle csc\:90°, sin\:90°

Step-by-step explanation:

You need to know the Unit Circle in order to figure this out.

Extended Information on Trigonometric Identities


\displaystyle (y)/(r) = sin\:θ


\displaystyle (x)/(r) = cos\:θ


\displaystyle (y)/(x) = tan\:θ


\displaystyle (r)/(x) = sec\:θ


\displaystyle (r)/(y) = csc\:θ


\displaystyle (x)/(y) = cot\:θ

Where r is the length of the radius

I am joyous to assist you anytime.

Select the functions that have a value of 1. sin 90° cos90° tan90° csc90° sec90° cot-example-1
User Max Klint
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