Question

if cosec tita +cot tita =k then find the value of cos tita in term of k​

Answer 1

Answer:

Ifcosecθ+cotθ=k

thencosθ=

k

2

+1

k

2

−1

Step-by-step explanation:

cosec\theta+cot\theta=k\:--(1)cosecθ+cotθ=k−−(1)

\begin{gathered}We \: know \: the \\ Trigonometric\:identity:\\cosec^{2}\theta-cot^{2}\theta =1\:---(1)\end{gathered}