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Can someone show me why (1)/(2-sqrt3) = (2+sqrt3)/1 ?
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Multiply up down by\[ 2+\sqrt 3 \]
\[ \frac 1 { 2-\sqrt 3}\frac {2+\sqrt 3}{2+\sqrt 3} \] What would you get?
The numerator would become \[ 2 + \sqrt3 \]
What would the denominator be?
2^2-sqrt^2 = 4-3 = 1 ... Thanks!
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