Raj wrote:
From (1), at least one of a,b,c = 7
From (2), b &c are not 7
From (1) and (2), a = 7.
-Raj.
DILIP wrote:
If a,b,c are integers , wht is the value of a?
1. (a-7)(b-7)(c-7)=0
2. bc= 18
answer is C,
Can anyone help me to solve this Data sufficiency problem
well played.
--
moral of the story:
DO NOT IGNORE CONDITIONS.
if they go out of their way to tell you that numbers are INTEGERS - or if they
imply that the numbers must be integers, usually by making them part of a word problem (e.g., you can't have, say, fractional numbers of people) - then this fact will almost certainly play a pivotal role in the solution of the problem.
the exception, if you want to call it that, is divisibility problems; they'll always restrict divisibility problems to integers, so that they don't have to deal with weird questions such as whether decimals like 0.5 are factors of a given number.