यदि ` sin x +cosec x =2 ` तो ` sin ^(n) x +cosec ^(n) x=.......` जहाँ ` n in N`

If sin x+cosec x=2 , then sin ^(n) x+cosec^(n) x=

If sin x+cosec x=2 then sin^n x +cosec^n x=?

If sin x + cosec x =2, then what is sin^(9) x+ cosec^(9) x equal to ?

If sin+cosecx = 2, then sin^(n)x +cosec^(n) x is equal to

If sin A + cosec A= 2, then prove that: sin^(n) A + "cosec"^(n) A=2

If sin x + cosec x = 2, then sin^17 x+ cosec^18 x is equal to: यदि sin x + cosec x = 2 है, तो sin^17 x+ cosec^18 x का मान किसके बराबर है?

If sinx+cosesx=2,thensin^(n)x+cosec^(n)x is equal to