Question

if tanx =5/12 then find the value of √(secx+1)/√(secx-1)​

Answer 1

Answer:

Step-by-step explanation:

If tanx=5/12

So adjacent side would be 12 cm

So cosx=12/13

Secx=13/12

Now,

Root(secx+1/ secx-1)

Multiply and divide by secx+1 inside the root

Root[(sec x +1)^2/tan^2]

sec x + 1/thanx

Putting values of sec and tan

(13/12+1)/(5/12)

5

Hope it helps