Question

Erite five rational number greater than-3

Answer 1

$\underline{\pink{ Rational \: number : }}$

$A \:number \: which \: can \:be \: written \:in \\the \: form \: of \: \frac{p}{q} , \: where \: p \: and \\q \: are \: integers \: and \: q \neq 0 \: is \: called \\a \: rational \: number .$

$Here, Given \: rational \: number = -3$

$\red{ Five \: rational \: numbers \: greater }\\\red{ than \: -3 \: are }$

$\green { \: -2 , 0 , \frac{1}{2} , \frac{4}{7} \:and \: 5 }$

/* We can write uncountable rational numbers greater than -3 */

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