In this set, Jason introduces the concept of Laplace Transforms, how to derive the basic transforms, then provides a table of transforms (which is generally what you will be allowed to use in class if you need the more advanced transforms). Then he solves a bunch of problems using the Laplace Transforms, including solving several differential equations. As he does in his other math and science sets, Jason goes through everything step-by-step. He does assume that you have the math skills needed to be at this point (so having taken algebra, pre-calc, and calculus I and II). He does not do a recap of the math, but since he rarely skips steps in solving problems (and never does in the first couple of examples he shows on a topic) you do get a bit of a refresher anyway.
Laplace Transforms is a topic that will come up at least a few times depending on what branch of science or engineering you go into. I was an electrical engineering major and I definitely had to use it extensively in one of my higher-level classes and a bit lighter in a couple of other classes. Unfortunately, I did not have a good grasp on the topic after my Calc 4 class (which is where I was introduced to the topic), so I got this to really figure it out. So, if you are a visual learner who learns best by watching sample problems being worked out, this is a great study aid.
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