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If m and n are positive two-digit numbers, then, of the following fractions, the one with the largest value is: a.n/m b.n+1/m-1 c. n-1/m d.n/m+1
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If m and n are positive two-digit numbers, then, of the following fractions, the one with the largest value is: a.n/m b.n+1/m-1 c. n-1/m d.n/m+1
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Apr 5, 2018
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If m and n are positive two-digit numbers, then, of the following fractions, the one with the largest value is:
a.n/m
b.n+1/m-1
c. n-1/m
d.n/m+1
Mathematics
middle-school
Billjk
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Just like the person said in the comments, the answer is b, because it gives a greater numerator to the lower denominator.
Chris Fannin
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Apr 8, 2018
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B.
I used the number "10" as an example.
10+1/10-1= 11/9 which out of the current options, seems to give the largest value.
Sorrymissjackson
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Apr 12, 2018
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