Question

If cos θ = t (0 < t < 1) and θ does not lie in the first quadrant, find the values ofa. sin θb. tan θ

Answer 1

Answer:

1.sinθ = - √1 - t²

2. tanθ = - √1 - t²/ t

Step-by-step explanation:

Given : cosθ = t

since cos θ is positive, θ lies in 4 th quadrant.

Now,

1.

sin²θ = 1 - cos²θ

sin²θ = 1 - t²

sinθ = ± √1 - t²

Since θ lies in 4 th quadrant , sin θ is

negative

sinθ = - √1 - t²

2. tanθ = sinθ /cos θ

= - √1 - t²/ t

I hope this answer helps you

Answer 2

hope my answer is use to you friend