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OpenStudy (anonymous):
What is the sum of all integer values of n such that 3n+15/(n−1)(n−5) is also an integer?
@hartnn
@him1618
@TuringTest
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OpenStudy (anonymous):
Anyone answer please...
OpenStudy (anonymous):
As far as I've gotten (which is not much):
Find that:
\[
\frac{15}{n-5}-\frac{9}{n-1}
\]Is divisible by 2.
OpenStudy (anonymous):
checking manually, o satisfies. wait for more and do reply...
OpenStudy (anonymous):
n=2 also
OpenStudy (anonymous):
It should be approachable by modular arithmetic, if you want to try that. Also, both fractions have to be of the same parity.
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OpenStudy (anonymous):
I have no idea of modulo arithmetic, i wud try gaining if u show ur approach..;.
OpenStudy (anonymous):
n=3 , 4, -1,
OpenStudy (anonymous):
-5 ,
OpenStudy (anonymous):
7 as well.
OpenStudy (anonymous):
n=10
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OpenStudy (anonymous):
-5
-1
0
2
3
4
7
10
OpenStudy (anonymous):
That's all.
OpenStudy (anonymous):
did u check by hand or some other method was followed by u??? please explain...
OpenStudy (anonymous):
I checked it in C. There can't be any other solutions, anyways, but I am looking for a nice, mathematical solution.
OpenStudy (anonymous):
O.k. thanx and one more ques... would u help???
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OpenStudy (anonymous):
Sure, go for it
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