IMO A
1) when n+45/n,rem= 12....so,n can be 45-12 = 33....here it cannot be 11 since rem is always < the divisor...hence 33
2) n is odd, insuff
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f, m and n
Source: Beat The GMAT — Data Sufficiency |
Stmt I
n+45 / n = Q + 12 where Q is the quotient
n+45 = nq+12
n(q-1) = 33
n has to be less than 15
SUFF
Stmt II
n is odd
n=7,17... etc many possible values
I agree with A
n+45 / n = Q + 12 where Q is the quotient
n+45 = nq+12
n(q-1) = 33
n has to be less than 15
SUFF
Stmt II
n is odd
n=7,17... etc many possible values
I agree with A
Hi, I think you have to check the bold statement above.cramya wrote:Stmt I
n+45 / n = Q + 12 where Q is the quotient
n+45 = nq+12
n(q-1) = 33
n has to be less than 15
SUFF
Stmt II
n is odd
n=7,17... etc many possible values
I agree with A
n(q-1) = 33.
Also since the remainder in 12, n must be greater than 12.
hence the only value for n is 33.
So n>15.

















