if sin P =15/22, then what is the value of tan P ?

We are given :-

sinP = \(\frac{15}{22}\)

{ we know, sinP = \(\frac{P}{H}\) }

By using pythagoras theorem,

P² + B² = H²

15² + B² = 22²

B² = 484 - 225

B = \(\sqrt {259 }\)

Now,

tanP

= \(\frac{P}{B}\)

= \(\frac{15}{ √259}\)