Sample question: How do I compute symbolic integrals like ∫sin(x)tan(x)dx
(Sample question) How do I compute the integral of sin(x)tan(x) in Sage?
In addition, symbolic functions have an integrate method. For example, given the function f(x)=sin(x)tan(x),
sage: var('x')
sage: f = sin(x)*tan(x)
its symbolic integral is calculated like so:
sage: f.integrate(x)
-1/2*log(sin(x) - 1) + 1/2*log(sin(x) + 1) - sin(x)
Be sure to provide the variable you wish to integrate with respect to as an argument to integrate.
You can integrate sin(x)*tan(x) in Sage by using the integrate command:
sage: integrate(sin(x)*tan(x), x)
-1/2*log(sin(x) - 1) + 1/2*log(sin(x) + 1) - sin(x)
You can find some more examples in the tutorial.
Thankx for the link to the tutorial ;)
∑2 great
:-) like that !!
can you get (integrate) this (live-preview) functionality into the sage notebook text editor (tiny-mce) somehow ?
i'd like to see the formula there while typing
if i double-click directly on a formula tinymce opens plus a box with latex source code. but only the first time. how about the box popping up each time i place the cursor into a latex formula and then showing the typeset math. at the moment i don't see the use of the box ...
thanks for sage ... am loving it!!!
regards
Patrick
I guess, I am asking in the wrong place - (maybe "mis-")using this forum as a scratch pad - but the suggestion I'm making is somehow connected with this ... (I reached here from a blog bost).
So to be a bit more precise:
I am actually talking about the sage notebook. I am wondering what this light grey window is really good for and suggesting an way to make use of it.
do you mean - how to access latex source for the equation here in this forum? Mouse over the formula and right-click. Then select "Show source".
Ehr - no - although that's also a real nice functionality i didn't know of (fancy menu shades! (but menu initially hidden under firefox default menu (ubuntu 10.04 - 64bit : http://oi56.tinypic.com/1hef4p.jpg)))
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Asked: 14 years ago
Seen: 3,166 times
Last updated: Nov 03 '10