Fisiologiahumanatresguerres4taedicionpdf100

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Fisiologiahumanatresguerres4taedicionpdf100

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A:

You are calling a method on a value that has not been set. Your sql string appears to be concatenating a populated string (HttpResponse.ContentLength) to the string retrieved. The evaluation of HttpResponse.ContentLength is done before you even have a value to bind to.
Check to see if your if statement is being executed before the assignment has been completed.
My guess is that this is what is happening:
HttpResponse response = new HttpResponse(String.Format(@ »{0}/Download/{1} », Config.SiteRoot.ToString(), FileName),
HttpContext.Current.Response);
HttpContext.Current.Response.Clear();
HttpContext.Current.Response.WriteFile(FilePath);
HttpContext.Current.Response.Close();
HttpContext.Current.Response.End();

This is the snippet that might be called before you set the HttpResponse.

A:

Try not to assign values to the HttpContext.Response object. You probably meant to just use the FilePath variable.

Q:

Evaluating $lim_{nto infty}sum_{k=1}^n sqrt{frac{k}{n^2+k}}$

I came across this problem as a practice exam, with the following:
$$lim_{nto infty} sum_{k=1}^n sqrt{frac{k}{n^2+k}}$$
I have seen some answers for this type of question, but no one seems to get to the answer I gave.
$$sum_{k=1}^n frac{k}{n(n+1)}$$
$$=frac{1}{n(n+1)}sum_{k=1}^n k$$
$$=frac{1}{(n^2+n)(n+1)}$$
How do you get to the answer I gave?

A:

Your series is equal to $frac{1}{n(n+1)}sum_{k=1}^{n} k=frac{1}{n^2+n}$, so for $nrightarrowinfty$ the limit is $frac{1}{2}$.

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