brokerbevo may disagree with me, but I believe the actual solution to the problem can be different for each statement. The reason I believe this (not confirmed by GMAC as I've not really researched it all that much) is that a rule that they have to be the same must apply across all questions from simple to very complex. If you have a simple question like this (not that GMAT would have this one due to its simplicity):
Is X even?
1) x = 4
2) x + 1 = 6
Here, there are different values of x. Statement 1, x = 4 (obviously) and in Statement 2, x = 5. The point of DS questions is not to solve each equation or problem presented. The point of DS questions is to test our ability to recognize pertinent information when its presented. Do we know what information is necessary to solve a problem? If so, can you identify the necessary information as presented here? If so, have you been given enough pieces of the information to solve the problem?
It doesn't matter what the answer is. The answer to the problem could be "Yellow elephants with purple polka dots." But if one statement gave you enough information to be able to come up with that right answer, that statement is sufficient. The actual answers to the questions DO NOT MATTER. It only matters if you CAN answer it, not what the answer ACTUALLY is.
If the test authors can get you to take time to answer the question completely even after you know there is enough information to answer the question posed in the stem, then they've taken valuable seconds away from the 75 min alotted to take the test.
Hope I've helped make this disctinction clear.
durgesh - you found the thread where brokerbevo and I debated this very issue.
My take on it, and a I still stand behind it, is that if the statements contradict in the way brokerbevo says they cannot contradict, then the answer would be E.
Because if #1 is insufficient, and #2 is insufficient, and if together, you get different answers (i.e., the contradiction), that should be enough to answer the question because DS do not ask "Do the two statements below give the same answer?" DS asks "Do the statements below provide enough information to sufficiently answer the question posed by the stem?" Sometimes that question is "What is the value of x?" If you come up with 2 or more possible values for x in statement 1, and then 2 or more from statement 2, then if together you still come up with 2 or more possible answers, the answer will be E because the stem implies "What is the value of x?" means "Does the information presented below give you enough data to come up with one, and only one, value of x?"
Other times the stem calls for a yes/no answer. I used to make the mistake of when the answer was "No", like "Is x even?" and if x=5, then the answer would be "No, x is not even" - that would make me label that statement as insufficient. BUT IT'S NOT INSUFFICIENT. I was able to answer the question in the negative. Sufficiency is the ability to answer the question, not the ability to answer the question with "yes".
tarek99
Guys, is it a fact that when we have option D as the answer in DS, then the answer from statement 1 and 2 must be the same or can they contradict?