Question

If sin 0 = 5/13
then the value of tan o is
13​

Answer 1

Answer:

sin theta = 5 / 13

In a triangle ABC ,

let AB = 5 , BC = 13 and AC =√ BC^2 - AB ^2

(Pythagoras theorem)

AC = 12

cos they = 12 / 13

tan theta = 5 / 12

cosec theta = 13 / 5

sec theta = 13 / 12

cot they = 12 / 5

Hope it helps you.

Answer 2

Step-by-step explanation:

sin a = P/H

tan a = P/B

H2 = P2 + B2

132 = 52 + B2

169-25 = B2

144 = B2

12 = B

P/B = tan 0

5/12 = tan 0