if root 2 = 1.4142, then square root of {(root 2-1) by (root 2 + 1)} | √𝟐=1.4142, then √((√2βˆ’1)/(√2+

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IfΒ root 2​=1.414, then the square root ofΒ (root2​-1)(root 2​+1)#viral #shorts shor# #entertainment IfΒ root 2​=1.414, then the square root ofΒ (root2​-1)(root 2​+1)#viral #shorts shor# #entertainment
If √2=1.4142 then root of [(√2-1)/(√2+1)] is equal to #rationalise #numbersystem If √2=1.4142 then root of [(√2-1)/(√2+1)] is equal to #rationalise #numbersystem
If √2 = 1.4142, then √{(√2-1)/(√2+1)} is equal to If √2 = 1.4142, then √{(√2-1)/(√2+1)} is equal to
if √2=1.4142, then √√2-1/√√2+1 is equal to if √2=1.4142, then √√2-1/√√2+1 is equal to
If √(2)=1.4142, then √(√(2)-1/√(2)+1) is equal to (a) 0.1718 (b) 5.8282 (c) 0.4142 (d) 2.4142 W If √(2)=1.4142, then √(√(2)-1/√(2)+1) is equal to (a) 0.1718 (b) 5.8282 (c) 0.4142 (d) 2.4142 W
If √2= 1.4142, then √ √2-1/√2+1 is equal to If √2= 1.4142, then √ √2-1/√2+1 is equal to
If √(2)=1.4142, then √(√(2)-1/√(2)+1) is equal to (A) 2.4142 (B) 5.8282 (C) 0.4142 (D) 0.1718 If √(2)=1.4142, then √(√(2)-1/√(2)+1) is equal to (A) 2.4142 (B) 5.8282 (C) 0.4142 (D) 0.1718
"If `sqrt(2)=1. 4142 ,`then `sqrt((sqrt(2)-1)/(sqrt(2)+1))`is equal to0.1718 (b) 5.8282 (c) 0.4142 "If `sqrt(2)=1. 4142 ,`then `sqrt((sqrt(2)-1)/(sqrt(2)+1))`is equal to0.1718 (b) 5.8282 (c) 0.4142