Question

if tan teeta =15/8then find all function

Answer 1

$\bold{Answer :}$

Given that,

tanθ = 15/8

So, hypotenuse = √(15² + 8²)

= √(225 + 64)

= √289

= 17

Then,

sinθ = 15/17,

cosθ = 8/17,

cotθ = 1/(tanθ) = 1/(15/8) = 8/15,

cosecθ = 1/(sinθ) = 1/(15/17) = 17/15,

secθ = 1/(cosθ) = 1/(8/17) = 17/8

#$\bold{MarkAsBrainliest}$

Answer 2

Heya !!


Tan ¢ = 15/8 = P/B




P = 15 and B = 8




By Pythagoras theorem ,


( H )² = ( B)² + (P)²



(H)² = (8)² + (15)²




(H)² = 289




H = ✓289



H = 17



Therefore,



Sin ¢ = P/H = 15/17




Cos¢ = B/H = 8/17




Cosec¢ = H/P = 17/15



Sec ¢ = H/B = 17/8



Tan¢ = P/B = 15/8


And,


Cot¢ = B/P = 8/15.