AP Calculus AB

Considering functions defined by its graphs and finding some limits.

A quiz from 8 September 2017 with answers where I find the solutions to various limit problems: at indicated points on graphs, through algebraic methods, and numerically.

Using the graphs of functions to answer limit questions, and then evaluating limits algebraically.

The first two questions are calculating limits algebraically. The next three questions are a limit of piece-wise functions at critical points and two limits for trigonometric functions.

Exercises 31-50 of something. (a) state the domain of the function, (b) identify all intercepts, (c) find any vertical and horizontal asymptotes, and (d) plot additional solution points as needed to sketch the graph of the rational function. Also, questions 9-26 of a set of Algebra problems.

Practice Exercises for the domain, range, and inverse of functions, as well as understanding the properties of these functions: polynomial, rational, trigonometric, inverse trig, exponential, logarithmic.

I only did one of the questions on these pieces of paper. (The rest of the answers may be somewhere else. I couldn't find it.)

Evaluating limits. I got the first 14 questions correct. It went downhill with the trigonometric limits, not all of which I answered. I did well with the algebraic limits, though.

Sparse notes about a set of exponentional, logarithmic, and trigonometric Functions.

Some exercise where I find asymptotes and limits.