3.2.4 Describe three conditions for when a function does not have a derivative.3.2.3 State the connection between derivatives and continuity.3.2.2 Graph a derivative function from the graph of a given function.3.2.1 Define the derivative function of a given function.We'll finish the proof of the Mean Value Theorem in this problem. The more you attempt a problem, the lower your success indicator. Basically, this takes your performance and ponders by the number of attempts. The homework consists of three parts, all of which are due by Friday, March 4, 8:00am, no exceptions.Īs mentioned last week, 10% of the webwork grade will consist of the Success Indicator. The homework consists of two parts, all of which are due by Friday, March 18, 8:00am, no exceptions.Ī Gaussian function is a function of the typeį ( x ) = a ⋅ e − ( x − b ) 2 2 c 2 on the interval. Setting up the problems is by far the most difficult part of these problems, if you just let someone else tell you how to "get started" you don't get any guarantees that you will be able to solve such problems on your own on the Final Exam, so watch out for what looks like the easy way. Remember you're not getting marks for just the answer, the quality of your explanation is the key here. Solve the following three optimization problems. The homework consists of two parts, all of which are due by Friday, March 25, 8:00am, no exceptions. The following problem is a little bit longer (not harder) than the two above and hence will constitute a bonus question counting towards helping your homework grade. Solve the following two optimization problems.
The general writing guidelines are found here and contain some indications on how points relating to the presentation are given or taken away. Those are the most advanced problems you'll be solving, taking a genuine effort into working on those problems is a guarantee to develop deeper understanding of the material. The written homework is what prepares you best for harder problem solving questions. The homework consists of two parts, all of which are due by Friday, April 1, 8:00am, no exceptions. 19 Homework 1 - due Monday September 20.17 Homework 3 - due Wednesday October 13.16 Homework 4 - due Wednesday October 20.10 Homework 10 - due Wednesday January 12.9 Homework 11 - due Wednesday January 19.
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