Math, asked by sharunagaprakashk, 1 year ago

find the five rational numbers between (2 and 3)

Answers

Answered by Anonymous
2
Hey! here is your answer ☺


2.5 , 2.6 , 2.7 , 2.8 , 2.9




hope this helps!

sharunagaprakashk: can you solve as step by step
sharunagaprakashk: i can't understand please
Answered by crystinia
3
Hey friend!

It is Sheena here...

So rational numbers...

There are the numbers which is written in p/q form where p and q both are integers only in a condition the the denominator,q is not equal to 0.

So to find rational numbers between 2 and 3 

2/1*10/10= 20/10

3/1*10/10=30/10

To find rational number between 2 numbers, You can multiply the number to 10,100,1000 etc.

But we usually first multiply the number by 10 (when the denominators are same). If we don't get the quantity of numbers between them as given us in the question then we again multiply the numbers with 10. And we go so on until we get the same quantity of numbers.

Now in this case:

we got the numbers as 20/10 and 30/10

5 Rational numbers between them are >>>

21/10, 22/10, 23/10, 24/10, 25/10, 

I hope this helped you...!
_________________________________________________________

Regards

crystinia
(Sheena)
<Ace>



Anonymous: correct your answer dear
Anonymous: it should be 2.1 , 2.2 not 21, 22
crystinia: No dear decimal numbers can't be rational numbers
crystinia: Dear you had to write Rational numbers not decimal numbers : )
Anonymous: Decimal numbrs are rational numbers dear
Anonymous: can't u write 2.1 as p/q where q is not equal to zero
Anonymous: of course we can no..? as 21/10
crystinia: Yea we can I have written that only dear : )
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