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A: Negate: Leibniz told someone prior to publishing. Still our conclusion stands corrected that Leibniz independently discovered calculus.

B: Negate: Third person independently discovered calculus. But it does not destroy our conclusion that Leibniz and Newton each independently discovered calculus. We can merely add this third person to the list.

C: Clearly irrelevant. It kind of opposes the Premise " Yet close examination of the letter shows that Newton’s few cryptic remarks did not reveal anything important about calculus." . Let Newton believe what he thinks but this is not what the author believes.

D: If they (Newton and Leibniz) knew also either of them is working on same thing unless there is SHARING of the relevant thoughts it cannot be hold as a proper assumption.

E: Left after Process of Elimination. If they have copied from a same third resource then there is no way we can say Leibniz and Newton each independently discovered calculus. By negating, the Bold part is violated here.
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The Conclusion says Leibniz, as well as Newton, each discovered Calculus independently.
The Argument wants you to believe that they did not rely on each other whatsoever for their versions of Calculus, nor did they refer to external material.

A scenario that can cause one to dismiss this is - if there was ever a third source that both these discoveries were based on.
Option E rules out such a scenario. Hence, a required assumption.
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VeritasKarishma @e-GMAT can you help me understand how does the negation of option E breaks the argument?

The conclusion is that Liebniz and Newton discovered calculus independently - meaning there was NO connection between their discoveries.

Now let's look at what option E says
Quote:
Neither Newton nor Leibniz learned crucial details about calculus from some third source.

If I negate the above statement I am left with either Newton or Leibniz learned about calculus from some third source.

Since we are talking about "either/or" one possible scenario can be Newton learned about calculus from a third source while Leibniz did not. Here in this scenario, their discoveries could very well be independent of each other. Who says that there is a connection between Newton's discovery and Leibniz's just because Newton copied from third source? Hence, how can we say that the argument is broken for E to be correct?
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close one between B and E. If you are also stuck between them ->
I guess E is stronger than B, because while B just mentions a third person discovering it as well, it does not establish that he could have anything to with either N or L, whereas E just directly attacks the inference by presenting a common source from which both N and L could have learnt about calculus
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Historian: Leibniz, the seventeenth century philosopher, published his version of calculus before Newton did. But then Newton revealed his private notebooks, which showed he had been using these ideas for at least a decade before Leibniz's publication. Newton also claimed that he had disclosed these ideas to Leibniz in a letter shortly before Leibniz's publication. Yet close examination of the letter shows that Newton's few cryptic remarks did not reveal anything important about calculus. Thus, Leibniz and Newton each independently discovered calculus.

Which one of the following is an assumption on which the argument is based?

(A) Leibniz did not tell anyone about calculus prior to publishing his version if it. - WRONG. It's about either of them independently discovering calculus and not about telling it anyone which does not impacts or helps us know whether they did so independently.

(B) No third person independently discovered calculus prior to Newton and Leibniz. - WRONG. 2nd best choice for me. If so even then we need further assumptions to be made for it to be the right choice. Not a necessary assumption.

(C) Newton believed that Leibniz was able to learn something important about calculus from his letter to him. - WRONG. irrelevant.

(D) Neither Newton nor Leibniz knew that the other had developed a version of calculus prior to Leibniz's publication. - WRONG. Disputing the passage.

(E) Neither Leibniz nor Newton learned crucial details about calculus from some third source. - CORRECT. If they did so then it breaks the passage.

Answer E.
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Quote:
Historian: Leibniz, the seventeenth century philosopher, published his version of calculus before Newton did. But then Newton revealed his private notebooks, which showed he had been using these ideas for at least a decade before Leibniz's publication. Newton also claimed that he had disclosed these ideas to Leibniz in a letter shortly before Leibniz's publication. Yet close examination of the letter shows that Newton's few cryptic remarks did not reveal anything important about calculus. Thus, Leibniz and Newton each independently discovered calculus.

Which one of the following is an assumption on which the argument is based?

Type: Argument
Conclusion: Leibniz and Newton each independently discovered calculus
Premise: A close examination of the letter shows that Newton's few cryptic remarks did not reveal anything important about calculus
Assumptions:
1. they didn’t develop it together
2. they each learned it from some third source

Answer: (E) Neither Leibniz nor Newton learned crucial details about calculus from some third source.
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