BIT 1200
Calculus
Limits. Differentiation of the elementary functions, including trigonometric functions. Rules of differentiation. Applications of differentiation: max-min problems, curve sketching, approximations. Introduction to integration: definite and indefinite integrals, areas under curves, fundamental theorem of calculus.
2022
Topics
- Review of Basic Concepts
- Function Notation
- Parent Functions and Transformations
- Domain and Range
- Trigonometry
- Log Laws
- Piecewise Functions
- Odd and Even Functions
- Limit Notation & Graphical Representations
- Evaluating Limit Expressions Using Limit Laws
- Continuity and Intermediate Value Theorem
- Limits Involving Squeeze Theorem
- Limits Involving Infinity
- Derivative Definition
- Derivatives Rules using Constant Rule, Power Rule, and Sum Rule
- Derivatives Rules using Product Rule, Quotient Rule, and Chain Rule
- Derivatives of Trigonometric Functions, Exponential Functions, and Inverse Functions
- Logarithmic Differentiation
- Linearization
- Critical Points
Prerequisites & course information
Precludes additional credit for BIT 1000 , BIT 1100 , MATH 1002 (no longer offered), MATH 1004 , MATH 1007 , MATH 1009 , MATH 1052 , MATH 1401 / ECON 1401 , MATH 1402 / ECON 1402 . Prerequisite(s): Ontario Grade 12 Mathematics: Advanced Functions; or MATH 0005 and MATH 0006 ; or equivalent. Restricted to students in the B.I.T. degree program. Lectures three hours a week, tutorial/laboratory one hour a week.
Sources
- Course catalogue ↗2026–2027
- BIT 1200A F22 ↗2022