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20 results

Precalculus printable interactive whiteboards

Preview of Graphing Higher Degree Polynomial Functions

Graphing Higher Degree Polynomial Functions

This file may be projected onto a white board or converted to a smart board file. It is an introduction to polynomial function graphs.
Preview of Herramientas del Pensamiento Matemático (Spanish)

Herramientas del Pensamiento Matemático (Spanish)

Created by
divulgaTEA
Herramientas del Pensamiento MatemáticoLos fundamentos del pensamiento matemático en los niños, están presentes desde que estos son muy pequeños. A partir de las experiencias cotidianas, de interactuar con su entorno natural, los niños pequeños desarrollan nociones numéricas, espaciales y temporales, que les permiten avanzar en la construcción de nuevas nociones y habilidades matemáticas mas complejas.Este articulo incluye 14 actividades de introducción a las nociones básicas por medio de colori
Preview of Transformations of Functions, Intro + Study Aides & 8 Assignments for SMART

Transformations of Functions, Intro + Study Aides & 8 Assignments for SMART

Created by
Tom Wingo
10/6/19 I added Assignment 4B+ which is available at Socrative.com. This is a 40 question assignment covering a wide range of transformation questions.9/19/2018 I added a reference9/17/2018 I added a new introductory lesson that discusses replacing variables to revert back to y=f(x). The replacement is the transformation.9/17/2018 I added Assignment AIncluded in this zip folder are 8 SMART Notebook files. 2 are for instruction, 2 are Student Printable Study Aides and 4 are assignments. A brief
Preview of Exponential Functions & Logarithms, 9 Intro's + 10 Assignments for SMART

Exponential Functions & Logarithms, 9 Intro's + 10 Assignments for SMART

Created by
Tom Wingo
Included in this zip folder are 20 SMART Notebook files. 9 are introductory lessons, 1 is a reference and 10 are assignments. A brief description of each: The reference is a 2 page printable. It contains definitions and example problems for this unit. Intro #1 is a 58 page, 20 formative assessment question file. It introduces exponential functions and defines; 1. Exponential Functions 2. Initial Value 3. Growth Rate 4. Decay Rate It also uses the markup formula to derive the growth rate. Int
Preview of Rational Zero's Theorem 4 Lessons, Multiple Assignments for SMART Notebook

Rational Zero's Theorem 4 Lessons, Multiple Assignments for SMART Notebook

Created by
Tom Wingo
11/16/18 I added Assignment F. It is available at socrative.com11/14/18 I added Assignment D and Assignment E. These are available at socrative.Included in this zip folder are 11 SMART Notebook files. 4 are Instruction files, 2 are student reference sheets and 5 are assignments. A brief description of each:SMART Notebook instruction file #1 is a 92 page file dedicated to polynomial synthetic division. Numeric division is related to polynomial long division which is suppressed into synthetic div
Preview of Graphing a Sinusoid in Degrees: Intro + 7 Assignments for SMART Notebook

Graphing a Sinusoid in Degrees: Intro + 7 Assignments for SMART Notebook

Created by
Tom Wingo
Included in this zip folder are 8 SMART Notebook files. 1 is an introduction to graphing a sinusoid and 7 are assignments. A brief description of each: The Introduction is a 41 slide file. The equation y=-2+3cos1/2(x-50) is used as a formative problem. The student should be able to recognize the centerline, height, phase angle, and period of the function. The file uses the peaks, valleys and centerline interception to sketch its graph. The 1st 15 pages of the file are free in the preview s
Preview of Ellipse Introduction for SMART Notebook + 12 Assignments

Ellipse Introduction for SMART Notebook + 12 Assignments

Created by
Tom Wingo
Included in this zip folder are 14 SMART Notebook files. 2 are for Instruction and 12 are Assignments. A brief description of each: SMART Notebook Instruction file is a 35 slide introduction to the ellipse. The emphasis is the length of the major axis and the equation of an ellipse. Students should understand half the major axis is same as the distance from focus to minor axis endpoint. SMART Notebook Instruction file #2 is a 21 slide file. The emphasis is converting equations from general c
Preview of End Behavior of Graphs of Functions, Student Reference & 4 Assignments for SMART

End Behavior of Graphs of Functions, Student Reference & 4 Assignments for SMART

Created by
Tom Wingo
Update I added Limits of Infinity Assignment #1 which can be printed or completed at Socrative or TeacherMade. Here is the link to the student version at TeacherMade.Included in this zip folder are 4 SMART Notebook files. 1 is a student reference and 3 are assignments. A brief description of each:The student reference is a 1 page printable. There are 12 slides on the page with information about:1. What does right end behavior ask?2. What does left end behavior ask3. The 5 options of end beh
Preview of Graphing Polynomial Functions  4 Lessons + 4 Assignments for SMART

Graphing Polynomial Functions 4 Lessons + 4 Assignments for SMART

Created by
Tom Wingo
Update I added Assignment #3B which can be printed or done at Socrative.com. I also added Assignment #5 which is graphing 16 more functions.Update I added all the assignments in PDF format with odd solutions. I use these at Google Classroom.Update I added Assignment #3A which is a 40 question assignment available at socrative.comThese assignments are in factored/intercept form.Included in this zip folder are 8 SMART Notebook files. 4 files are for instruction and 4 files are assignments. A bri
Preview of Simple and Non-Vertical Motion, 3 Intro's + 13 Assignments for SMART

Simple and Non-Vertical Motion, 3 Intro's + 13 Assignments for SMART

Created by
Tom Wingo
Included in this zip folder are 18 SMART Notebook files. 13 are assignments, 3 are introduction files and 2 are student reference printables. Intro #1 is a 50 slide presentation. The emphasis is understanding acceleration, constant acceleration and gravity. 16 formative assessment problems are embedded in the presentation that use the formula a=(vf-vi)/t. Intro #2 is 15 slide file. The formula df=.5at^2+vit+di is derived from 3 simple motion formulas. Intro #3 is a 76 slide instructional fil
Preview of Intro to Trig Identities 3 Lessons, References + 8 Assignments for SMART

Intro to Trig Identities 3 Lessons, References + 8 Assignments for SMART

Created by
Tom Wingo
11/4/18 I added 2 written assignments and a PDF Google Classroom upload file and odd solutions for this file. I also synced Assignment 5 to Socrative.comAssignments #1 - #4 can be used at socrative.com and the socrative share numbers are included in the files. The main trig identities investigated in these files are:1. The odd/even identities such as sin(-x)=-sinx and cos(-x)=cosx2. The cofunction identities such as tan(90-x)=cotx3. The Reciprocal identities such as 1/cosx=secx4. The Pythagor
Preview of Limits of Points of Discontinuity, Intro + 3 Assignments for SMART Notebook

Limits of Points of Discontinuity, Intro + 3 Assignments for SMART Notebook

Created by
Tom Wingo
10/28/19 I added Assignment C which is a 48 question multiple choice and short answer assignment. The student:identifies rational functionsevaluates limits of rational functions at removable discontinuityevaluates limits of rational functions at infinite discontinuityevaluates limits of graphsThis assignment can be printed or done at socrative.com.Also included in this zip folder are 4 SMART Notebook files. 1 is an introduction and 3 are assignments. A brief description of each:The introducti
Preview of Trig Values Without a Calculator - 4 Intros + 6 Assignments for SMART Notebook

Trig Values Without a Calculator - 4 Intros + 6 Assignments for SMART Notebook

Created by
Tom Wingo
The purpose of this file is to develop the skill in finding trig values in all 4 quadrants without a calculator for: 1. Sine 2. Cosine 3. Tangent 4. Secant 5. Cosecant 6. Cotangent These assignments are done in degrees Included in this zip folder are 11 SMART Notebook files. 6 are assignments, 4 are intros to material and 1 is an accompanying page for notes. A brief description of each: Intro #1 is a 25 slide file. The emphasis is identifying and developing rules for rotated and related an
Preview of Inverse Trig Functions & Solving Equations on a Limited Domain for SMART

Inverse Trig Functions & Solving Equations on a Limited Domain for SMART

Created by
Tom Wingo
Included in this zip folder are 8 SMART Notebook files. 2 are instruction files and 6 are assignments. A brief description of each: Instruction file #1 is a 35 slide file. There are 17 formative assessment questions over function values and inverse function values. The idea of limiting a domain for reverse mapping is introduced in non-trig functions as well as trig functions. The instruction file is a 33 slide intro to inverse trig functions. A graph of y=cosx is provided. Points are extra
Preview of Roots of Variables & Numbers

Roots of Variables & Numbers

Students learn how to deal with radicals other than square roots by finding "perfects" with numbers, then simplifying non-perfects with numbers. Finally they work with variables in simplifying radicals. This file can be opened in an Interactive Whiteboard program. This could be broken down into two activities on two different days by doing numbers the first day and variables the second day. You could also use our Simplifying Roots Matching Cards as transition or warm up activities.
Preview of Secant & Cosecant Graphs & Transformations Instruction + 6 Assignments for SMART

Secant & Cosecant Graphs & Transformations Instruction + 6 Assignments for SMART

Created by
Tom Wingo
Update: I added Assignment #1A. It can be printed and done on paper or completed at socrative.com.These activities are done in degreesIncluded in this zip folder are 8 SMART Notebook files. 2 are instruction files and 6 are Assignment files. A brief description of each:SMART Notebook Instruction file #1 is an 11 slide presentation. The 4 key concepts of secant/cosecant graphs are introduced. These concepts are:1. Local Maximums2. Local Minimums3. Asymptotes with a local min on its left and a
Preview of The Law of Sines, 3 Intros + 6 Assignments for SMART Notebook

The Law of Sines, 3 Intros + 6 Assignments for SMART Notebook

Created by
Tom Wingo
Included in this zip folder are 9 SMART Notebook files. 3 assist in the introduction of the Law of Sines and 6 are assignments. A brief description of each: Intro #1 is the "story of SSA". The sequence of SSA is investigated revealing that 2 triangles can exist with given information in this sequence. It is 11 pages in length. Intro #2 is a 21 page file. The emphasis is the domain of x if it is an angle in a triangle. sine and cosine equations are solved as formative assessment questions.
Preview of Determinants of 2x2 Matrices and Cramer's Rule for SMART Notebook

Determinants of 2x2 Matrices and Cramer's Rule for SMART Notebook

Created by
Tom Wingo
Included in this zip folder are 7 SMART Notebook files. 2 are introductions to these concepts, 1 is a student printable and 4 are assignments. Below is a brief description of each file. All 4 assignments can be used at socrative.com and the socrative share numbers are included in the files. The assignments can just be printed and done on paper, though. Introduction #1 is a 38 slide file. The system of equations ax+by=c and dx+ey=f is solved for y. The student should see why the formula fo
Preview of Properties of Exponentiation

Properties of Exponentiation

This file may be projected onto a white board or converted to a smart board file.
Preview of Conic Section: Ellipse Lesson Plan

Conic Section: Ellipse Lesson Plan

Created by
Miss Lauren
Materials Included: 1) SMART Notebook file 2) Foldable - Conic Section Formulas 3) Notes: Ellipse Examples (Foldable made for interactive notebook) 4) 2 website built into SMART notebook that shows students how ellipses are used in the medical field and the other website shows how an ellipse can be made with 2 foci. Students will be able to graph equations of ellipses and be able to identify all major parts/properties of the ellipse. In the SMART notebook, click to reveal all the formulas at
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