" (1) "(sqrt(32)+sqrt(48))/(sqrt(8)+sqrt(12))" What the value of होगा? "

2sqrt(8)+5sqrt(32)

(1)/(sqrt(12)-sqrt(140))+(1)/(sqrt(8-sqrt(60)))=

Find the value of (sqrt(32)+sqrt(48))/(sqrt(8)+sqrt(12))

sqrt(sqrt(7+sqrt(48))-sqrt(7-sqrt(48)))=

Find the value of '(sqrt(32)+sqrt(48))/sqrt(8)+sqrt(12))

(sqrt(32))/(sqrt(2))=sqrt((32)/(2))

The value of (sqrt32+sqrt48)/(sqrt8+sqrt12) is equal to

If x = sqrt(? + sqrt(?/?)) - sqrt(? -sqrt(?/?)) , then the value of (sqrt(?)−?)/(sqrt(?) +?) will be closest to: यदि x = sqrt(? + sqrt(?/?)) - sqrt(? -sqrt(?/?)) , तो (sqrt(?)−?)/(sqrt(?) +?) का निकटतम मान होगा:

if B=(12)/(3+sqrt(5)+sqrt(8)) and A=sqrt(1)+sqrt(5)+sqrt(8)-sqrt(10) then value of log_(A)B is