L
leafy
Member
There was an article in the latest issue of 'The Actuary' on one of the questions in the CT exam on Statistical Models.
It showed the question set and the model answer required by the exam board and showed where the author of the article disagreed strongly with the ambiguity in the question from a Mathematical point of view. It mentioned 'Independant and Indentically distributed' twice in the question. The first time it meant Pair-wise, the second time it didn't.
Coming to the question directly from the notes and with no mathematical back-ground I can see how people were able to make the correct assumption as to what the Examiners had in mind. But having studied Mathematics as a degree the words have a more reigorous meaning to me (and the author of the article). Like him I would have got the question wrong simply because I would have assumed that the question was *not* ambiguous, and therefore its proper mathematical interpretation is the correct one.
It worried me that I could potentially be thwarted in an exam by having *more* rigorous understanding of Mathematics.
Is anything being done to prevent this situation occuring in the future, or are we supposed to treat every Mathematical statement in the exams in a 'looser' sense?
Thank you,
leafy
It showed the question set and the model answer required by the exam board and showed where the author of the article disagreed strongly with the ambiguity in the question from a Mathematical point of view. It mentioned 'Independant and Indentically distributed' twice in the question. The first time it meant Pair-wise, the second time it didn't.
Coming to the question directly from the notes and with no mathematical back-ground I can see how people were able to make the correct assumption as to what the Examiners had in mind. But having studied Mathematics as a degree the words have a more reigorous meaning to me (and the author of the article). Like him I would have got the question wrong simply because I would have assumed that the question was *not* ambiguous, and therefore its proper mathematical interpretation is the correct one.
It worried me that I could potentially be thwarted in an exam by having *more* rigorous understanding of Mathematics.
Is anything being done to prevent this situation occuring in the future, or are we supposed to treat every Mathematical statement in the exams in a 'looser' sense?
Thank you,
leafy