Question

the value of sin° tita. cosec tita + cos tita sec°tita is​

Answer 1

2

Step-by-step explanation:

Given:

Trigonometric Equation:

$sin \theta cosec \theta + cos \theta sec\theta$

We know that:

⇒ Cosec$\theta$ = 1/sin$\theta$

and

⇒ sec$\theta$ \ 1/cos$\theta$

So,

Putting the value of Cosec$\theta$ and sec$\theta$ in the above equation.

⇒Sin$\theta$ × 1/Sin$\theta$ + Cos$\theta$ × 1/Cos$\theta$

⇒1 + 1

= 2

Note: Sin$\theta$ is canceled from 1/Sin$\theta$ and Cos$\theta$ is canceled from 1/Cos$\theta$  

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