Integration is the inverse of differentiation, which you study in Calculus I. The two main topics of Calculus II are integration and infinite series. (Speaking personally, I found Calc II to be easier than Differential Equations.) But I’m holding my ground that the long-term psychological effects of a zombie attack far outweigh those awaiting you in any one-semester math course. Also, I may as well tell you that many - but not all - math students find it to be harder than the two semesters of math that follow. Now, I admit that Calculus II is harder than Calculus I. Having said that, I want to discuss a few rumors you may have heard about Calculus II:Ĭheck.png Calculus II is harder than Calculus I.Ĭheck.png Calculus II is harder, even, than either Calculus III or Differential Equations.Ĭheck.png Calculus II is more frightening than having your home invaded by zombies in the middle of the night and will result in emotional trauma requiring years of costly psychotherapy to heal.
If so, then congratulations and a nice pat on the back are in order. In fact, as you read these words, you may well already be a winner, having passed a course in Calculus I. You may need some stamina to conquer it, but with the right guide (this book, for example!), you’re not likely to find yourself swallowed up by a snowstorm half a mile from the summit.
#Calculus 2 for dummies plus#
So perhaps calculus is more like a well-traveled Vermont mountain, with lots of trails and camping spots, plus a big ski lodge on top. Even more and more high schools are encouraging students to study calculus in preparation for the Advanced Placement (AP) exam. Law schools and MBA programs welcome students who’ve taken calculus because it requires discipline and clarity of mind. In recent years, calculus has become a required course not only for math, engineering, and physics majors, but also for students of biology, economics, psychology, nursing, and business. But only a few brave souls attempt the ascent. Most of the world is content to just gaze upward at it in awe. Best of all, it includes practical exercises designed to simplify and enhance understanding of this complex subject.Ĭonfounded by curves? Perplexed by polynomials? This plain-English guide to Calculus II will set you straight! Read moreĬalculus is the great Mount Everest of math. This hands-on guide also covers sequences and series, with introductions to multivariable calculus, differential equations, and numerical analysis. It covers intermediate calculus topics in plain English, featuring in-depth coverage of integration, including substitution, integration techniques and when to use them, approximate integration, and improper integrals. Calculus II For Dummies offers expert instruction, advice, and tips to help second semester calculus students get a handle on the subject and ace their exams. Change of coordinates such as polar, cylindrical and spherical coordinates.An easy-to-understand primer on advanced calculus topicsĬalculus II is a prerequisite for many popular college majors, including pre-med, engineering, and physics. Integration of functions of several variables.
Introduction to the optimisation of functions of two or three variables using the theory of Lagrange multipliers.These are functions that take their values in the reals, but depend on two or three independent variables. Functions of several variables, mainly two or three.A central problem is to find parametrisations of curves in the plane or in space. The graphical visualisation of such functions are curves in the plane or in space. These are functions in 2D or 3D that depend on one variable. Integration techniques: substitution and partial integration.
Integration of functions of one variable.The results are applied in the theory of Taylor series.
#Calculus 2 for dummies series#
Furthermore a special class of infinite series, power series is introduced. An introduction to sequences, convergence and infinite series is given along with convergence criteria of infinite series. The course Calculus 2 is the second course in the line of Mathematics for Applied Mathematics and Applied Physics.
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