How we can represent root 13 on real number line?
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√13 can be represented by taking the (AB)base length as 3 units and (BC) Height 2 units,
Then using Pythagoras theorem we get
(AC)²=(BC)²+(AB)²
so we get AC as √3²+2²=√9+4=√13
Then using Pythagoras theorem we get
(AC)²=(BC)²+(AB)²
so we get AC as √3²+2²=√9+4=√13
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