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If A, then B. If B, then C. If C, then D. If all of the

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Senior Manager
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If A, then B. If B, then C. If C, then D. If all of the [#permalink] New post 03 Dec 2004, 04:50
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A
B
C
D
E

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If A, then B.
If B, then C.
If C, then D.

If all of the statements above are true, which of the following must also be true?
(A) If D, then A.
(B) If not B, then not C.
(C) If not D, then not A.
(D) If D, then E.
(E) If not A, then not D.

I didn't get this one, please give the reasoning as well.
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 [#permalink] New post 03 Dec 2004, 05:07
I think it is "A"

If it is A, then it has to be B and so forth. No data is provided to acertain what follows if the condition is NOT A or NOT B or NOT C etc.
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 [#permalink] New post 03 Dec 2004, 05:12
choice C.

Assume A, B, C, D to be 4 events,


The idea here is just notice the two sentences:
---- if A then B
----- if A only then B.

the first statement tell , if A occurs B will definetly occur, but doesn't say B cannot occur without A.

the second statement tells. if A occurs B will definetly occur, and also B cannot occur without A.

now among the answer choices:
1. if D then A: it might not necessarily be true.

2. If not B, then not C: again C can occur without B.

3. If not D, then not A. : perfect, because, if A wud have happened, B will happen, thereby C and subsequently D. so if D dint occur, then A wouldn't have

4. If D, then E. : out of score, E is no where in picture.

5. If not A, then not D. : again this is not necessarily true, because D can occur without C, or B or A.
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 [#permalink] New post 03 Dec 2004, 05:51
target780 wrote:
choice C.

Assume A, B, C, D to be 4 events,


The idea here is just notice the two sentences:
---- if A then B
----- if A only then B.

the first statement tell , if A occurs B will definetly occur, but doesn't say B cannot occur without A.

the second statement tells. if A occurs B will definetly occur, and also B cannot occur without A.

now among the answer choices:
1. if D then A: it might not necessarily be true.

2. If not B, then not C: again C can occur without B.

3. If not D, then not A. : perfect, because, if A wud have happened, B will happen, thereby C and subsequently D. so if D dint occur, then A wouldn't have

4. If D, then E. : out of score, E is no where in picture.

5. If not A, then not D. : again this is not necessarily true, because D can occur without C, or B or A.


Didnt you say that D can happen even if C doesnt happen, C can happen even without B happening; and B can happen without A happening?? Then how can you say that if D didnt happen, then A also didnt happen??

Read your explanations for C and E... i think you are mixing the reasoning.. and contradicting yourself... In choice E , you say---"If not A, then not D. : again this is not necessarily true, because D can occur without C, or B or A"

And In C you say----If not D, then not A. : perfect, because, if A wud have happened, B will happen, thereby C and subsequently D. so if D dint occur, then A wouldn't have..

Both these sentences contradict each other....

I think the answer's E.
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 [#permalink] New post 03 Dec 2004, 06:14
Ruhi,(hope i got yoru name right)

Quote:
Both these sentences contradict each other....


Nopes they dont contradict each other.

Just to simplify things take 2 events say A and B. and lets say A means: it is raining, B means 'i will work from home.

So if A then B... means: if it raining, then I will work from home.
However, this doesn't mean that i will work from home only if it is raining, i can work from home, even on a very hot day... !! (i am a bit lazy person :)

At the same time, If i am not working from home... it means it is not raining. because, if it wud have been raining, I would have been working from home. (as stated in the statement above). Isn't it?


SO if 'A then B' means--- if 'not B then not A'.

Extend this logic to 4 events as in the original question stem. A---> B--->C-->D. so if D dint happen, C wudn't have, and if C dint happen B wudn't have, and finally if B dint happen then A wudnot have.

Hope this answers your query.

Further the answer choice 'E' is wrong becasue.... for the two events (A and B) it will lead to if not A then not B. so in my example, if it is not raining .. i will not work from home... and as i said earlier, i can work from home, because of any other reasons, say it is very hot today/ or i am a lazy person, or i hate my boss... :)
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 [#permalink] New post 03 Dec 2004, 06:25
thanks target.. I got it..

I used your example and solved it..

just for your info, i used the other examples as--

C-- I will eat

D-- food will get over.

:lol: Just trying to create a silly game here...
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 [#permalink] New post 03 Dec 2004, 06:28
I think its C.

If D did not happen then C did not happen, because if C had happened D would have followed.
If C did not happen then B did not happen (same logic as above)
So, if B did not happen then A did not happen.

=> If D did not happen then A did not happen.
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 [#permalink] New post 03 Dec 2004, 06:43
I will go with ‘C’
According to the statements if A =>B => C => D, so in other words whenever ‘A’ occurs ‘D’ is bound to happen, so if ‘D’ did not happen, we can conclude that ‘A’ did not happen as well because if ‘A’ had happened ‘D’ would have too.
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 [#permalink] New post 03 Dec 2004, 22:07
Thx target780 & all for the explanation :P
Yes OA is C
  [#permalink] 03 Dec 2004, 22:07
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