Insert rational number between 3 and 5 .do you think that the number given by you are the only possible
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4 can be a rational number between 3 and 5 and this is not the only rational number as we can find infinitely many rational numbers between two rational numbers
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Hey friend!
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Here is your answer
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Rational number: Can be represented in form of p/q
So,
A rational number between 3 and 5 is 4 as it can be represented in the form of 4/1 which is on the form of p/q
We can insert more rational numbers between 3 and 5
For example:
(3/1)×(10/10) and (5/1)×(10/10)
30/10 and 50/10
Here we can insert 28 numbers.
similarly,
Instead of 10/10 we can substitute with any value, so infinite numbers are present between any two given rational numbers.
_______________________________________________________
HOPE THIS HELPS YOU :)
____________
Here is your answer
____________________
Rational number: Can be represented in form of p/q
So,
A rational number between 3 and 5 is 4 as it can be represented in the form of 4/1 which is on the form of p/q
We can insert more rational numbers between 3 and 5
For example:
(3/1)×(10/10) and (5/1)×(10/10)
30/10 and 50/10
Here we can insert 28 numbers.
similarly,
Instead of 10/10 we can substitute with any value, so infinite numbers are present between any two given rational numbers.
_______________________________________________________
HOPE THIS HELPS YOU :)
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