1/square root of 3 = square root of 3/3

xopher

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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?
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? ;)
 
Can someone please help me understand how 1/[square root of 3] is equal to [square root of 3]/3?

Thank you very much

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
 
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