Calculus
![](http://static.schoolyourself.org/2016-07-31/dashboard/static/completion_0.png)
The mathematics of change. And it'll use just about every branch of math you've learned before it.
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1. Limits
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/horizontal_asymptotes/module_screenshot.jpg)
What happens to functions as x gets really, really big?
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/vertical_asymptotes/module_screenshot.jpg)
Sometimes y goes off to infinity
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/finite_limits/module_screenshot.jpg)
Limits when both x and y stay finite
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/one_sided_limits/module_screenshot.jpg)
Limits that come from only the left or right side
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/discontinuities/module_screenshot.jpg)
Dive deeper into continuity, using one-sided limits
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/limit_rules/module_screenshot.jpg)
Tricks for simplifying limits (and when they don't work!)
2. Derivatives
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/tangent_lines/module_screenshot.jpg)
Finding the "slope" of a curve
![](http://d1hepzhkxkhmpd.cloudfront.net/sy/2016-07-31/calculus/drawing_derivatives/module_screenshot.jpg)
Learn what a derivative is, and draw your own
3. Integrals
4. Series