Math, asked by jaskiratrollno7316cl, 21 days ago

please give the answer correcly find the rational numbers between -3/5 and 5/6​

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Answered by kusummourya859
0

Answer:

The three rational number between 5 and 6 are 21/4,22/4,23/4 .

Answered by sushant8a
1

To find the rational number we have to equal the denominator.

.°. -3/5 and 5/6

-3/5 × 6/6 and 5/6 × 5/5

-18/30 and 25/30

 \frac{ - 18}{30}  < ( \frac{ - 17}{30} <   \frac{ - 16}{30}  <  \frac{ - 15}{30}  <  \frac{ - 14}{30}  <  \frac{ - 13}{30}  <  \frac{ - 12}{30}  <  \frac{ - 11}{30}  <  \frac{ - 10}{30}  <  \frac{ - 9}{30}  <  \frac{ - 8}{30}  <  \frac{ - 7}{30}  <  \frac{ - 6}{30}  <  \frac{ - 5}{30}  <  \frac{ - 4}{30} <  \frac{ - 3}{30} <  \frac{ - 2}{30}  <   \frac{ - 1}{30}  <  \frac{1}{30}  <  \frac{2}{30}  <  \frac{3}{30}  <  \frac{4}{30}  <  \frac{5}{30}  <  \frac{6}{30}  <  \frac{7}{30}  <  \frac{8}{30}  <  \frac{9}{30}  <  \frac{10}{30}  <  \frac{11}{30}  <  \frac{12}{30}  <  \frac{13}{30}  <  \frac{14}{30}  <  \frac{15}{30}  <  \frac{16}{30}  <  \frac{17}{30}  <  \frac{18}{30}  <  \frac{19}{30}  <  \frac{20}{30}  <  \frac{21}{30}  <  \frac{22}{30}  <  \frac{23}{30}  <  \frac{24}{30}  )<  \frac{25}{30}

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