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Given that: 
find the remainder if it exists, when
is divided by 
I cannot find a method to do this question, it should be remainder theorem, but do I multiply them and then find the roots by working thru the factors?
find the remainder if it exists, when
is divided by I cannot find a method to do this question, it should be remainder theorem, but do I multiply them and then find the roots by working thru the factors?
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(Original post by atsruser)
+ve rep for the latex. But is that the real question? You want to divide 1/f(x)?
+ve rep for the latex. But is that the real question? You want to divide 1/f(x)?
and the answer is that it does not exist, and yet I don't know why?
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#5
(Original post by Gmart)
Maybe my hap-handed latex is distracting. Here is the original question from the book:
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and the answer is that it does not exist, and yet I don't know why?
Maybe my hap-handed latex is distracting. Here is the original question from the book:
and the answer is that it does not exist, and yet I don't know why?
is not a polynomial.
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#6
(Original post by Gmart)
Given that:
find the remainder if it exists, when is divided by
I cannot find a method to do this question, it should be remainder theorem, but do I multiply them and then find the roots by working thru the factors?
Given that:
find the remainder if it exists, when
is divided by I cannot find a method to do this question, it should be remainder theorem, but do I multiply them and then find the roots by working thru the factors?
, then try and see if it's obvious from the first few terms. Not sure how else to do it though
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