IMO it shud be B, if I am not making any mistake.
In a) cost>30 {insuff}
b) You can calculate n=25{suff}
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Source: Beat The GMAT — Data Sufficiency |
- logitech
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One more B.gmat009 wrote:IMO it shud be B, if I am not making any mistake.
In a) cost>30 {insuff}
b) You can calculate n=25{suff}
Is $> 33
1) Insuf
2) 33/24 = 1.37
so SUF
B
LGTCH
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rohangupta83
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imo B
for 2nd statement
average = 1.36........(1)
or
average = [ $10 + $1(n-1)]/[n].....(2)
from 1 and 2
[10 + (n-1)]/[n] = 1.36
or n = 25
for 2nd statement
average = 1.36........(1)
or
average = [ $10 + $1(n-1)]/[n].....(2)
from 1 and 2
[10 + (n-1)]/[n] = 1.36
or n = 25












