Solution:<\/strong><\/p>\nSince the Denominators of Two Rational Numbers are Same and Numerators differ by a large value increment the numerator by 1 while keeping the Denominator Unaltered.<\/p>\n
2\/8, 3\/8, 4\/8, 5\/8 are the 4 Rational Numbers that lie between 1\/8 and 6\/8.<\/p>\n
Find 10 Rational Numbers are to be found between 1\/5, 4\/5?<\/p>\n
Solution:<\/strong><\/p>\nIf 10 Rational Numbers are to be found between 1\/5, 4\/5 both the rational numbers are to be multiplied by 10.<\/p>\n
1\/5*10\/10 = 10\/50<\/p>\n
4\/5*10\/10 = 40\/50<\/p>\n
10 Rational Numbers between 10\/50 and 40\/50 are 11\/50, 12\/50, 13\/50, 14\/50, 15\/50, 16\/50, 17\/50, 18\/50, 19\/50, 20\/50.<\/p>\n
How to find Rational Numbers between Two Rational Numbers with the Different Denominators?<\/h3>\n\nTo find Rational Numbers between Two Rational Numbers with the Different Denominators you need to equate the Denominators firstly.<\/li>\n You can Equate the Denominators by finding their LCM or by multiplying the denominators of one to another one\u2019s numerator and denominator.<\/li>\n<\/ul>\nExample<\/strong><\/p>\n1. Find Rational Numbers between 1\/2 and 3\/4?(At least 5)<\/p>\n
Solution:<\/strong><\/p>\nSince the Rational Numbers given doesn\u2019t have the same denominator firstly equate the denominators.<\/p>\n
Equating the Rational Numbers we have<\/p>\n
1\/2*4\/4 = 4\/8<\/p>\n
3\/4*2\/2 = 6\/8<\/p>\n
We can\u2019t write 5 Rational Numbers between 6\/8 and 4\/8. Multiply the Numerators and Denominators by multiples of 10.<\/p>\n
4\/8*10\/10 = 40\/80<\/p>\n
6\/8*10\/10 = 60\/80<\/p>\n
5 Rational Numbers between 40\/80 and 60\/80 are 41\/80, 42\/80, 43\/80, 44\/80, 45\/80.<\/p>\n","protected":false},"excerpt":{"rendered":"
A Rational Number is a number that can be expressed in the form of p\/q where q \u2260 0. If you want help in inserting\u00a0 Rational Numbers between Two\u00a0Rational Numbers\u00a0make use of this article. Check out the Step by Step Process to find the Rational Numbers between Two Rational Numbers of either Same or Different …<\/p>\n","protected":false},"author":30,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"spay_email":""},"categories":[5350],"tags":[],"yoast_head":"\n
Rational Numbers between Two Rational Numbers \u2013 Inserting Rational Numbers<\/title>\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\t \n\t \n\t \n