Question

the average of two rational number lies between them (true or false ) explanation​

Answer 1

Answer:

the average of any two numbers lies between them  TRUE

Example :  1/3+1/5=5+3/15=8/15=0.53 which lies between these numbers .\

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Answer 2

Yes, the statement is true, the average of every pair of rational number lies between the numbers because average means the mid-term of two numbers, and the mid-term will always be in between the numbers which could be understood from the example :

4 & 6 are two rational numbers.

Average of 4 & 6 = (4+6)/2

= 10/2

Average = 5

We are able to see that average is between the numbers.