Question

11.If 15 cot A = 8 then find the ratio of remaining trigonometric functions.​

Answer 1

Answer:

SinA =1517

cosA= 8/17

tanA= 15/8

secA= 17/8

cosecA=17/15

Step-by-step explanation:

15cot A= 8

=> cotA = 8/15

Let P(perpendicular)= 15k and B(base)=8k ( for some value of k)

By pythagoras theorem

H = √(15k)^2 + (8k)^2

H = √225k^2 + 64k^2

H = √ 289k^2

H = 17k

Now, sinA = 15k/17k = 15/17

cosA = 8k/17k = 8/17

tanA = 1/cotA = 15k/8k = 15/8

secA = 1/cosA = 17k/8k = 17/8

cosecA = 1/sinA = 17k/15k = 17/15

HOPE IT'S HELP YOU. THANK YOU!

Answer 2

Step-by-step explanation:

Answer is not claer because steps not claer