Math, asked by minahariwankhede, 2 months ago

find rational number between 2/8and 3/8​

Answers

Answered by hypernovicgamer
0

Answer:

21/80, 22,80, 23/80...

Step-by-step explanation:

2/8 = 20/80

3/8 = 30/80

21/80, 22,80, 23/80...

Answered by divyapakhare468
1

To find : rational number between \frac{2}{8} and \frac{3}{8}

Solution :

  • To find rational number between \frac{2}{8} and \frac{3}{8}  we need to equalize denominators but here denominators are equal therefore , we write these terms as multiple of 10 hence , multiplying both the terms by
  • We get , \frac{2}{8}  = \frac{2\times 10 }{8\times 10} =\frac{20}{80}  and  \frac{3}{8} = \frac{3\times 10}{8\times 10} = \frac{30}{80}
  • Now , we can find rational numbers between \frac{20}{80} and \frac{30}{80} .
  • Rational numbers are \frac{21}{80} ,\frac{22}{80} ,\frac{23}{80} ,\frac{24}{80} , \frac{25}{80} , \frac{26}{80} ,\frac{27}{80} , \frac{28}{80} , \frac{29}{80}

Hence ,  rational number between \frac{2}{8} and \frac{3}{8}  are \frac{21}{80} ,\frac{22}{80} ,\frac{23}{80} ,\frac{24}{80} , \frac{25}{80} , \frac{26}{80} ,\frac{27}{80} , \frac{28}{80} , \frac{29}{80}  .

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