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by sanju09 » Tue Apr 13, 2010 3:27 am
Am I 40 now?

(1) I was 5/4 my wife's age 2 years ago, who will be of my present age 7 years hence.

(2) My wife will be 40 in another 10 years from now and we'll celebrate her 40th birthday and my retirement party, the same day.
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Source: — Data Sufficiency |
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by neoreaves » Tue Apr 13, 2010 3:34 am
IMO A

1) 5/4(w -2) = m -2

m = w +7

Sufficient

2) w + 10 = 40
w = 30

it only talks about retirement age ...which can be any age ..depends on the country...

Insufficient
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by ajith » Tue Apr 13, 2010 3:38 am
sanju09 wrote:Am I 40 now?

(1) I was 5/4 my wife's age 2 years ago, who will be of my present age 7 years hence.

(2) My wife will be 40 in another 10 years from now and we'll celebrate her 40th birthday and my retirement party, the same day.
[spoiler]1. If my current age is x and my wife's age is y

(y-2) = 4/5 (x-2)
y+7 = x
y-2 = 4/5 (y+5)
y= 22

Sufficient

2. Is not sufficient since we do not know the retirement age
[/spoiler]
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by gmat.cracker24 » Tue Apr 13, 2010 3:40 am
+1 for A
Agree with previous explanation
OA?
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by sanju09 » Tue Apr 13, 2010 3:48 am
ajith wrote:
sanju09 wrote:Am I 40 now?

(1) I was 5/4 my wife's age 2 years ago, who will be of my present age 7 years hence.

(2) My wife will be 40 in another 10 years from now and we'll celebrate her 40th birthday and my retirement party, the same day.
[spoiler]1. If my current age is x and my wife's age is y

(y-2) = 4/5 (x-2)
y+7 = x
y-2 = 4/5 (y+5)
y= 22

Sufficient

2. Is not sufficient since we do not know the retirement age
[/spoiler]
[spoiler]But the author claims that his wife is not 22 now. Did you take that question personal?[/spoiler]
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by eaakbari » Tue Apr 13, 2010 8:44 am
Is the answer A
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by RJ43 » Tue Apr 13, 2010 10:51 am
1) N = Husband's Age Today
W = Wife's Age today

W = N - 7

Husband's current age = N-2 = 5/4 (W-2)
= N-2 = 5/4 (N-7-2)
= -1/4N = -37/4
= 37 Years old
Wife's Current Age = 37-7 = 30 Years old (checks out with statement 2 as well: 30 + 10yrs = 40)

Husband is 37 years old, SUFFICIENT



2) We do not now an official retirement age, nor do we have any information to gauge their ages relative to eachother so this is insufficient. Though, according to statement 1 he would be retiring at 47 if I'm right...lucky guy.

My answer is A.
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