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Preview of 1.2 - Function Notation f(x) (MCR3U Grade 11 Functions / Pre-Calculus)

1.2 - Function Notation f(x) (MCR3U Grade 11 Functions / Pre-Calculus)

Ontario Curriculum Expectations:A1.2 - represent linear and quadratic functions using function notation, given their equations, tables of values, or graphs, and substitute into and evaluate functions.
Preview of Relations & Functions Guided Notes

Relations & Functions Guided Notes

These organized guided notes cover basic rules of functions and relations, including: for each element of the domain, there is only one element of the range, the vertical line test, function notations, types of relations (one-to-one, one-to-many, many-to-one, many-to-many). The bottom of the sheet includes graphs, mappings, and tables that students must determine as functions or not. Great for use in Algebra 2, IB Math SL, and more! Created by Math With Mrs. Holst. Originally created for IB
Preview of Calculus AB Unit 6 Notes: Guided Notes, Examples, End-of-Section Practice

Calculus AB Unit 6 Notes: Guided Notes, Examples, End-of-Section Practice

This resource is a set of Calculus AB Unit 6 guided notes designed for students in a Calculus AB class or similar introductory calculus course. It includes worked examples and unworked examples (teacher-led or for student practice). All sections but one include a Section Practice with 1 MCQ and 1 single-part FRQ. Topics IncludeAccumulation of changeRiemann Sums and the Trapezoidal RuleRiemann Sums in sigma notationThe Fundamental Theorem of Calculus Parts (1 & 2)Behavior of accumulated functions
Preview of Integration and Accumulation of Change (AP Calculus AB - Unit 6)

Integration and Accumulation of Change (AP Calculus AB - Unit 6)

Created by
Math Lion
Integration and Accumulation of Change Calculus Unit Bundle:This is a bundle with guided notes, PowerPoints aligned with the guided notes, additional practice (homework), 2 mid-unit quizzes, unit test, unit review, and unit pacing guide for Integration and Accumulation of Change Calculus (Unit 6). This unit contains 7 lessons. Lesson 6.1: Finding Antiderivatives and Indefinite IntegralsLesson 6.2: Approximating Areas with Riemann SumsLesson 6.3: Riemann Sums, Summation Notation, and Definite In
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