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Related Chapters
- Rational Numbers
- Linear Equations in One Variable
- Understanding Quadrilaterals
- Practical Geometry
- Data Handling
- Squares and Square Roots
- Cubes and Cube Roots
- Comparing Quantities
- Algebraic Expressions and Identities
- Visualizing Solid Shapes
- Mensuration
- Exponents and Powers
- Direct and Inverse Proportions
- Factorization
- Introduction to Graphs
- Playing with Numbers
Finding rational numbers between
and 
is equivalent to find rational numbers between rational numbers between 
and 
,since these numbers are obtained by just making their denomenators equal.
Further it is equivalent to find rational number between
and 
(We obtained above numbers by multiplying and dividing numbers by 8 to create differnce of atleast 10 numbers).
Thus required numbers are
Alternate:- Rational numbers can also be found by taking mean of the given numbers and the newly obtained number.