﻿ Math 207 - Fall 2017 - Truman College - Marta Hidegkuti

 Home Calculus and Analytic Geometry 1 Math 207 GH - Fall 2017

 Recent Announcements August 7, 2017 Welcome to the course! My name is Marta Hidegkuti and I will be the instructor of this course. Please monitor this web site regularly because all announcements and handouts will be made available here. When viewing this site, push the refresh button to access the most recent documents. The MyOpenMath class is already available. You can sign up using the course ID 25236 and enrollment key math207fall2017. The use of MyOpenMath will be mandatory, but it is completely free!
 Assignments Worksheets, Lecture Notes Guide to review (Class 1) Algebra Review (Class 1) What is a Function? (Class 1) Complete Analysis of a Function - Part 1 (Class 1) Trigonometry Review     Famous Values (Class 3)     Unit Circle Definitions (Class 3)     Symmetries of the Unit Circle (Class 3)     Trigonometric Equations: Part 1, Part 2 (Class 3) Algebra Review    Quadratic Inequalities (Class 3)    Basic Functions (Class 3) Average Velocity - Part 1 (Class 3) Limits at Infinity - Part 1 (Class 3) Algebra Review     Logarithms - Part 1 (Class 4)     Inverse Functions (Class 4) Average Velocity - Part 2 (Class 4) Algebra Review     Logarithms - Part 2 (Class 5) Properties of Limits at Infinity (Class 5) Limits at Infinity - Part 2 (Class 5) Two-sided Limits (Class 6) Properties of Limits (Class 6) Circles - Theory and Solved Problems (Class 7) Continuous Functions (Class 7) Instantaneous Velocity (Class 9) Differentiating by Finding Limits (Class 10) Differentiation 1 (Proofs) (Class 10) Tangent Lines (Class 10) Tangent Lines - The PreCalculus Way (Class 10) Trigonometric Limits (Class 11) Differentiating sinx and cosx (proofs) (Class 11) Differentiation 1 (Practice) (Class 11) Differentiable Functions (Class 11) The Real Number System (Class 12) The Intermediate Value Theorem (Class 12) Graphing Polynomials 1 (Class 13) Limits involving e (Class 13) Complete Analysis of a Function - Part 2 (Class 13) Relative Extrema (Class 14) Proving the Product Rule (Class 14) Differentiation 2(practice) (Class 14) Inverse Trig Functions (Class 15) Graphing Polynomials 2 (Class 15) Extreme Value Theorems (Class 17) Optimization 2 (Class 17) Differentiating Logarithmic Functions (Class 18) Proving the quotient rule (Class 18) Differentiation 3 (Class 18) Antiderivatives (Class 19) Mean Value Theorem (Class 20) Computing Trig Expressions (Class 20) Inverse Trigonometric Expressions (Class 20) Differentiation 4 (Practice) (Class 21) Differentiation 4 (Practice) (Class 21) Optimization 3 (Class 21) Differentiating Exponential Functions (Class 22) Differentiation 5 (Practice) (Class 22) Induction (Class 22) Summation 2 (Class 23) Implicit Differentiation (more practice) (Class 25) Related Rates (more practice) (Class 25) Differentiating Trigonometric Functions (Class 26) Differentiation 6 (Practice) (Class 26) Optimization 4(Class 26) Riemann Sums (Class 26) Riemann Sums (Practice) (Class 26) Antiderivatives After the Chain Rule (Class 27) Concavity Behavior (Class 27) Graphing the antiderivative (Practice) (Class 27) Complete Analysis of a Function (Class 28) The Fundamental Theorem of Calculus (Class 28) Properties of Definite Integral (Class 28) Definite Integrals (practice) (Class 28) Integrating by substitution (Class 29) L'Hôpital's Rule (Class 29) Improper Integrals (Class 29) Trigonometric Substitution (Class 30) Review