find 20 rational number between -3/4 and 5/6
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-3/4×6/6 5/6×6/6
-24/36 30/36
-23/36........................29/36
hope its help u
-24/36 30/36
-23/36........................29/36
hope its help u
Answered by
7
Hey!!!!

By equating the denominators of the rational nos. by taking LCM


By multiplying 20 to both the rational nos.


Therefore, the required rational numbers are:


#BE BRAINLY
By equating the denominators of the rational nos. by taking LCM
By multiplying 20 to both the rational nos.
Therefore, the required rational numbers are:
#BE BRAINLY
saurabhsingh47:
Thanks
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