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Find the value of the trigonometric function.

Find the value of the trigonometric function.-example-1
User Caroline
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2 Answers

5 votes

Answer:


\displaystyle (12)/(5)

Explanation:


\displaystyle (OPPOCITE)/(HYPOTENUSE) = sin\:θ \\ (ADJACENT)/(HYPOTENUSE) = cos\:θ \\ (OPPOCITE)/(ADJACENT) = tan\:θ \\ (HYPOTENUSE)/(ADJACENT) = sec\:θ \\ (HYPOTENUSE)/(OPPOCITE) = csc\:θ \\ (ADJACENT)/(OPPOCITE) = cot\:θ

Based on the above information, you should know how to deal with trigonometric ratios when it comes to right triangles. General triangles however, are taken to another level. They deal with the Law of Sines and Law of Cosines, but you are not there yet, so you do not need to worry.

I am joyous to assist you at any time.

User Brian Knight
by
3.6k points
14 votes

Answer:

12/5

Explanation:


tan \:Z=(op)/(adj)=frac{24}{10}=frac{12}{5}

User Nightloewe
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3.7k points