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DR._Glockman

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Jun 10, 2008
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latex(y(t) = 1/mu(t)*(int(mu(t)*r(t),t)+C));

Disregard this thread, just a test of mind that bombed.
 
DR._Glockman said:
latex(y(t) = 1/mu(t)*(int(mu(t)*r(t),t)+C));

Disregard this thread, just a test of mind that bombed.

I assume this is what you were attempting?. Click on 'quote' to see how I typed it.

\(\displaystyle y(t)=\frac{1}{\mu(t)}\int {\mu(t)}r(t)dt+C\)
 
What's the point of "+C" when you've already an indefinite integral?

Note: We're not very good at ignoring, are we?
 
It won't take you long. I didn't know it either when I first came on to these forums.

A fraction is displayed with \frac{a}{b}, where a is the numerator and b is the denominator.

An integral with \int_{a}^{b}

The Greek letters are all done by spelling them out. For a capital letter, capitalize the first letter.

For instance, \sigma is lowercase sigma and \Sigma is capital sigma. And so on.

Just don't forget the tags on either end. \(\displaystyle [\tex]\)
 
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