" 16.यदि "x=sqrt(1+sqrt(1+sqrt(1+........oo)),)timesbar(Phi)" Value is "

sqrt(-1-sqrt(-1-sqrt(-1......oo))) is equal to

the value of sqrt(-1-sqrt(-1-sqrt(-1-...............oo)))

the value of sqrt(-1-sqrt(-1-sqrt(-1-...............oo)))

If x=sqrt(1+sqrt(1+sqrt(1+sqrt(1+.oo))), then ) the value of x is (A)(sqrt(7)+1)/(2) (B) (sqrt(6)+1)/(2)(C)(sqrt(3)+1)/(2) (D) (sqrt(5)+1)/(2)

If y = sqrt(x+ sqrt(x + sqrt(x + ......oo))) , show that (2y - 1) (dy)/(dx) = 1

If p=sqrt(72-sqrt(72-sqrt(72-sqrt72-......oo))) then find the value of 2p^(2)+1

Prove that x=sqrt(-1-sqrt(-1-sqrt(-1-...rarr oo)))=omega or omega^(2)

If y=sqrt(a^(3x+1)+sqrt(a^(3x+1)+sqrt(a^(3x+1)+.........+oo))) then dy/dx=