Find three rational number between 3/5 and 7/8 How many rational number can be determined between these two numbers .solution in full detail
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Answered by
230
Hey friend
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Here is your answer
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We first convert 3/5 and 7/8 into rational no. with same denominator.
=> 3/5 = 3×8/5×8
=> 24/40
=> 7/8= 7×5/8×5
=>35/40.
: . Thus, Three Rational numbers- 24/40, 25/40, 26/40. or. 35/40, 34/30, 33/40.
Except these, Infinite no. of rational numbers can be found, If we have converted the no.s to the Denominator.
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____________
Here is your answer
____________
We first convert 3/5 and 7/8 into rational no. with same denominator.
=> 3/5 = 3×8/5×8
=> 24/40
=> 7/8= 7×5/8×5
=>35/40.
: . Thus, Three Rational numbers- 24/40, 25/40, 26/40. or. 35/40, 34/30, 33/40.
Except these, Infinite no. of rational numbers can be found, If we have converted the no.s to the Denominator.
______________
Thank you!!
Mark it as Brainliest if helped
Answered by
104
hey friend,
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First of all we need to make the denominators equal....
3/5 = 3×8/5×8 = 24/40
7/8 = 7×5/8×5 = 35/40
Therefore,
Three rational no. between 3/5 & 7/8 are:-
25/40,26/40,27/40 or 32/40,33/40,34/40
Infinite rational no. can be determined between these two no.
_____________________________
I hope this answer helps you....
_____________________________
First of all we need to make the denominators equal....
3/5 = 3×8/5×8 = 24/40
7/8 = 7×5/8×5 = 35/40
Therefore,
Three rational no. between 3/5 & 7/8 are:-
25/40,26/40,27/40 or 32/40,33/40,34/40
Infinite rational no. can be determined between these two no.
_____________________________
I hope this answer helps you....
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