Limits and continuity, differential calculus of functions of one variable, introduction to integration. Not open to students with credit in MAT 270.
Enroll requirements: Prerequisite(s): MAT 170 or 171 with C or better, OR Mathematics Placement Test with a score of 60% or higher; the Advanced Math Placement Test with a score of 38 or higher, OR ALEKS score of 76 or higher; Credit is allowed for only MAT 265 or MAT 270
The MAT 265 Week in Reviews run weekly. Instructors will provide you the days, times and locations of the reviews.
| Spring 2019 syllabus |
(this may not be the syllabus used by your instructor, but gives students an idea of the course content and expectations).
KiSS - Keeping in School Shape over break, helping you prepare for Calculus 2
Course coordinator: David Polletta
Online: Jay Abramson, David Polletta
Exam Reviews
| Exam 1 Review | |
| Exam 2 Review | |
| Exam 3 Review | |
| Final Exam Review | |
| Mastery Exam Review |
Short Videos (targeting specific problems)
| (1.2) | Essential Functions | 1 - Composition Graph | 2 - Composition Domain | |||
| (1.3) | Limits | 1 - Graph | 2 - Numerical | |||
| (1.4) | Calculating Limits | 1 - Rational Expression | 2 - Conjugate | |||
| (1.5) | Continuity | 1 - Graph | 2 - Piecewise | 3 - Continuity Over Domain | ||
| (1.6) | Limits Involving Infinity | 1 - Rational Exp 1 | 2 - Rational Exp 2 | 3 - Trig | 4 - Conjugate | |
| (2.1) | Derivatives and Rates of Change | 1 - Polynomial | 2 - Rational | 3 - Alternative Definition | ||
| (2.2) | Derivatives as Functions (Definition of a Derivative) | 1 - Quadratic | 2 - Rational | 3 - Square Root | ||
| (2.3) | Basic Differentiation Formulas | 1 - With Trig | 2 - Product | 3 - Tangent Line | ||
| (2.4) | Product and Quotient Rules | 1 - Product | 2 - Quotient | 3 - Quotient with Trig Identities | ||
| (2.5) | Chain Rule | 1 - Power Rule | 2 - Product Rule | 3 - Sine | 4 - Multi | |
| (2.6) | Implicit Differentiation | 1 - Basic | 2 - Tangent Line | 3 - Horiz and Vert Tangents | ||
| (2.7) | Related Rates | 1 - Balloon | 2 - Walking | 3 - Ladder | ||
| (2.8) | Linear Approximation and Differentials | 1 - Fourth Root of 15.7 | ||||
| (3.1) | Exponential Functions | 1 - Find Function | 2 - Limits | |||
| (3.2) | Inverse Functions and Logarithms | 1 - Domain & Range | 2 - Parabola | 3 - Deriv of Inverse | 4 - Quadratic | 5 - Expand Log |
| (3.3) | Derivatives of Log and Exp Functions | 1 - Basic Rules | 2 - Tangent Line | 3 - Logarithmic Diff | ||
| (3.4) | Exponential Growth and Decay | 1 - Growth | 2 - Decay | 3 - Law of Cooling | ||
| (3.5) | Inverse Trig Functions | 1 - Derivatives | 2 - Simplify | 3 - Simplify | ||
| (3.7) | L'Hospital's Rule | 1 - Inf Over Inf | 2 - Zero Over Zero | 3 - Zero Times Infinity | ||
| (4.1) | Maximum and Minimum Values | 1 - Radical | 2 - Trigonometric | |||
| (4.2) | Mean Value Theorem | 1 - Rolle's | 2 - MVT Logarithm | |||
| (4.3) | Derivatives and Shapes of Graphs | 1 - Radical | 2 - Polynomial | 3 - Concavity | ||
| (4.4) | Curve Sketching | 1 - Polynomial | 2 - Trigonometric | |||
| (4.5) | Optimization Problems | 1 - Square Based Box | 2 - Garden Fence | 3 - Open Top Box | ||
| (4.6) | Newton's Method | 1 - Cube Root of 5 | ||||
| (4.7) | Antiderivatives | 1 - Power Rule | 2 - Basic Rules | |||
| (5.1) | Areas and Distances | 1 - Midpoint | 2 - Walking Distance | |||
| (5.2) | Definite Integrals | 1 - Graph | 2 - Linear | 3 - Circular | ||
| (5.3) | Evaluating Definite Integrals | 1 - Break Fraction | 2 - Trigonometric | 3 - Inverse Trig | ||
| (5.4) | Fundamental Theorem of Calculus | 1 - Derivative of Integral | 2 - Average Value |