TPT
Total:
$0.00
Preview of Mega Practice Set – Graphs of Exponential Functions (AP Precalculus)

Mega Practice Set – Graphs of Exponential Functions (AP Precalculus)

This Mega Practice Set is a collection of 32 multiple-choice exercises designed to help students master the behavior and graphing properties of exponential functions. Perfect for AP Precalculus classes, tutoring sessions, review days, and targeted skills practice. This PDF is organized into three levels of difficulty: Level 1 – Exponential Growth/Decay & LimitsStudents determine whether a function represents growth or decay, analyze end behavior, and calculate limits Level 2 – Table Interpre
Preview of Graphing Trig Functions Review Worksheet Digital Form Task Card Precalculus

Graphing Trig Functions Review Worksheet Digital Form Task Card Precalculus

Ignite Graphing Trig Functions Mastery with "Two Truths & a Lie"! Students graph 8 Trig functions then use critical thinking to determine 10 lies in the "Two Truths & a Lie" section. Say goodbye to tedious worksheets and hello to engaging exploration with this dynamic "Two Truths & a Lie" activity, designed to solidify your students' understanding of graphing trigonometric functions. What's Inside?In-Depth Analysis: Students will dissect 8 meticulously crafted trigonometric graphs and equa
Preview of HSC Practice Questions - Working with Functions Set 7

HSC Practice Questions - Working with Functions Set 7

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 6

HSC Practice Questions - Working with Functions Set 6

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 5

HSC Practice Questions - Working with Functions Set 5

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 4

HSC Practice Questions - Working with Functions Set 4

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 3

HSC Practice Questions - Working with Functions Set 3

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 2

HSC Practice Questions - Working with Functions Set 2

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 1

HSC Practice Questions - Working with Functions Set 1

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of Graphs of First & Second Derivatives Identify and Match f, f', f''

Graphs of First & Second Derivatives Identify and Match f, f', f''

Created by
Joan Kessler
In this activity students practice identifying the Graphs of a function and its first and second derivative, f, f ', and f ''. They analyze 3 graphs, one blue, one black, and one red, superimposed on the same coordinate grid, to determine which is the graph of original function, the graph of first derivative, and the graph of the second derivative. The activity does not require differentiation, but requires students to understand increasing, decreasing, relative extrema, and concavity. Man
Preview of Advanced Curve Sketching Practice — Calculus AB/Calculus 1

Advanced Curve Sketching Practice — Calculus AB/Calculus 1

Transform curve sketching from a memorized checklist into a meaningful reasoning process. This Calculus AB practice packet gives students 10 full curve-sketching problems that build conceptual understanding through progressively challenging function types — polynomial, rational, trigonometric, logarithmic, exponential, and piecewise. Each question leads students through: Domain and range reasoning Continuity and differentiability Critical points and increasing/decreasing intervals Concavi
Preview of Introduction to Conic Sections Guided Cornell Notes

Introduction to Conic Sections Guided Cornell Notes

Created by
CruzEd
Set your students up for success with these Introduction to Conic Sections Cornell Notes, designed for Algebra 2 and Precalculus classrooms. This structured, guided resource helps students build a strong foundation in identifying and understanding the four basic conic sections with translations —circles, ellipses, parabolas, and hyperbolas—through organized, purposeful note-taking. What’s Included:Guided Cornell Notes to scaffold learning and improve organizationFully completed version to suppo
Preview of Integral Fundamentals Workbook | Calculus Practice with Step-by-Step Solutions

Integral Fundamentals Workbook | Calculus Practice with Step-by-Step Solutions

Build a strong foundation in Calculus with this comprehensive Integral Fundamentals Workbook! Designed for high school Calculus, AP Calculus AB, and introductory college Calculus courses, this resource helps students master essential integration concepts through structured practice and detailed solutions.Students will develop confidence with indefinite integrals, definite integrals, integral properties, piecewise functions, motion applications, and mixed review problems while receiving clear ste
Preview of Calculus Interactive Volume of Revolution  y-axis Grapher

Calculus Interactive Volume of Revolution y-axis Grapher

Created by
Joan Kessler
This Calculus Interactive Volume of Revolution Surface of Revolution about the y-axis Grapher will wow your kids with LIVE interactive math explorations and animations. My students think this is awesome. This Easy 3D grapher will demonstrate and explore the volume of revolution in your classroom as never before. Incorporate this applet into your traditional lessons, Power Points, or Smart Board lessons or use as a free standing "app" to explore with your class. "What do you think would
Showing 1-14 of 14+ results