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With a new year starting in AP® Precalculus, now is the perfect time to explore new activities and skills to help support your students through the first half of Unit 1: Polynomial Functions.
This scavenger hunt will refresh students’ math knowledge while practicing their TI-84 graphing calculator skills. This .PDF includes: Student answer sheets, Q/A posters to hang around the room and teacher answer/hint sheet.
In this activity, students will investigate the sets of finite differences for linear and quadratic functions.
This lesson involves the family of logarithmic functions of the form f(x) = c*logb(x+a).
In this activity, students will solve simple logarithmic equations and verify solutions using the corresponding exponential equations.
In this activity, students will approximate the zeros, minima, maxima, and period of sinusoidal functions by using the Transformation Graphing app.
In this on-demand webinar, we will discuss several calculator skills that students should practice throughout the school year that will promote ACT® success.
In this on-demand webinar, we will share bite-size lessons designed to help prepare students to score their best on the SAT Exam.
Web-based video tutorials answer common questions students and teachers may have when learning how to use the TI-Nspire™ CX family graphing calculators and software.
Web-based video tutorials answer common questions students and teachers may have when learning how to use the TI-84 Plus CE graphing calculator.
In this AP Precalculus Live session, we will explore several examples on solving trigonometric equations and inequalities using both a restricted domain and finding all solutions.
In this AP Precalculus Live session, we will explore questions which use technology to prepare for the AP Precalculus Exam.
In this AP Precalculus Live session, we will explore polar coordinates and polar functions.
Want to recognize an outstanding math student? Download this certificate.
In this series of activities, students will use the engaging TI-Innovator Rover to explore the basic principles of Computer Science.
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