Math, asked by akshaya1618, 1 year ago

(1+cot^2teta)(1-costeta)(1+costeta)=?​

Answers

Answered by SUDHANSHUSKT7
2

Answer:

Step-by-step explanation:

I am taking theta = $

(1+cot^2$)(1-cos$)(1+cos$)

Cosec^2$(1-cos^2$){as 1+cot^2$ =

cosec^2$ &

(a-b)(a+b)=

( a^2-b^2)}

Cosec^2$.sin^2$ {as 1-cos^2$ =

sin^2$}

1 {As

sin^2$=1/Cosec^2$}


akshaya1618: but the options given are (a) tan^2-sec^2teta (b) sin^2teta-cos^2teta (c) sec^2teta-tan^2teta (d ) cos^2teta-sin^2teta what is the answer?
SUDHANSHUSKT7: Sec^2 theta - tan^2 theta is the correct answer.
SUDHANSHUSKT7: As sec^2 theta -tan^2 theta =1
akshaya1618: oh tq so much
Similar questions