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FOR ALL POSITIVE INTEGERS m/gmat prep
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FOR ALL POSITIVE INTEGERS m, m(there is a box around m)= 3m(no box here m) when m is odd and m(there is a box around m)=1/2m(no box around m here) when m is even. Which of the following is equivalent to 9 times 6(there is a box around each 9 and 6).

The answer is 27.

What's the best way to solve this problem
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Please disregard. Thanks...
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actually. i need an explanation for this.
Re: FOR ALL POSITIVE INTEGERS m/gmat prep
Ron Purewal
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Joined: 08 Oct 2007
Posts: 1742

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Anonymous wrote:
FOR ALL POSITIVE INTEGERS m, m(there is a box around m)= 3m(no box here m) when m is odd and m(there is a box around m)=1/2m(no box around m here) when m is even. Which of the following is equivalent to 9 times 6(there is a box around each 9 and 6).

The answer is 27.

What's the best way to solve this problem


the way you've transcribed the problem, the answer should be 81, not 27, unless the answer 27 is also in a box (which is probably the case - i bet you just forgot to mention this)
if there's a box around a 9, then, according to the rule promulgated above, that means 3 x 9, or 27.
if there's a box around a 6, then, according to that same rule, that means (1/2)(6), or 3.
27 x 3 = 81.

if the 27 you've cited as the answer is also in a box, then, since 27 is odd, that's actually 3 x 27, or 81.
if the 27 is not in a box, then it's the wrong answer.
FOR ALL POSITIVE INTEGERS m/gmat prep
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