X xopher New member Joined Jul 29, 2015 Messages 1 Jul 29, 2015 #1 Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3? Thank you very much
Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3? Thank you very much
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,550 Jul 29, 2015 #2 xopher said: Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3? Click to expand... If you were asked to show that 2/5 and 4/10 were equal, how would you proceed? How can this be expanded to prove the above equality?
xopher said: Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3? Click to expand... If you were asked to show that 2/5 and 4/10 were equal, how would you proceed? How can this be expanded to prove the above equality?
E Explorer New member Joined Sep 25, 2015 Messages 15 Sep 25, 2015 #3 xopher said: Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3? Thank you very much Click to expand... Take 1/sqrt(3), and multiply both numerator and denominator by sqrt(3), you get: ( 1 X sqrt3 ) / ( sqrt3 X sqrt3 ) = sqrt(3) / sqrt(3^2) = sqrt(3)/3
xopher said: Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3? Thank you very much Click to expand... Take 1/sqrt(3), and multiply both numerator and denominator by sqrt(3), you get: ( 1 X sqrt3 ) / ( sqrt3 X sqrt3 ) = sqrt(3) / sqrt(3^2) = sqrt(3)/3