log_(4/3)((56+sqrt(56+sqrt(56+sqrt(56+......oo))))/sqrt(64sqrt(64sqrt(64......oo))))का मान है |...

sqrt(sqrt(63)+sqrt(56))=

(sqrt(56+sqrt(56+sqrt(56+...))))/2^(2)=?

sqrt(4+sqrt(4-sqrt(4+sqrt(4-......oo))))=?

sqrt(6-sqrt(6-sqrt(6-...oo)))=

If x=sqrt(2+sqrt(2+sqrt(2+......*oo)) and )y=sqrt(2sqrt(2sqrt(2.........oo))) find x-y

sqrt(y-sqrt(y-sqrt(y-......till oo)))=sqrt(x+sqrt(x+sqrt(x+......til_(oo)))) then (dy)/(dx)=

If x=sqrt(56+sqrt(56+sqrt(56+....oo))) and y=sqrt(56-sqrt(56-sqrt(56....)) then which of the ) followinig true?