Math, asked by anmoltech12, 3 months ago

root 12 upon root 3
is not a rational number as root 12 and root3
are not integers.
justify your answer​

Answers

Answered by AffanAsad099
4

\huge \mathcal\colorbox{lightblue}{Hey...}

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 \mathsf{If \:  we \: simplify \:  the   \: the \:  given \:  } \\  \mathsf{number  \: we  \: found \:  that} \\   \:  \mathsf{\frac{ \sqrt{12} }{{ \sqrt{3} }}} \\ \mathsf{  = \frac{ \sqrt{4  \times 3} }{ \sqrt{3} } } \\ \mathsf{   = \frac{ \sqrt{4} \times  \sqrt{3}  }{ \sqrt{3} } } \\ \mathsf{  = \sqrt{4}} \\ \mathsf{ = 2} \:  \:  \:  \:

So, The is not also A rational Number but it's An integer too.

So, the given description for the number is false.

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Thanku...

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