MATHguide

This worksheet includes guided notes that contains a graphic organizer. To calculate the total surface are of these cones, students have to first use the Pythagorean Theorem to calculate the slant height.

This addresses how to use a profit function (a two-variable objective function) within the broader context of linear programming. It has students practice converting feasible regions into systems of inequalities, finding vertices of feasible regions, and using profit functions to determine maximum profit values. A partial answer key is made available as well as access to six instructional videos that tackle all the steps with linear programming problems.

This packet contains tips, examples, partially filled examples, a worksheet (including guided practice problems), and a solution set. Students see how conjugates are used to handle division problems that involve complex numbers. Access to an online video is provided, too.

This set of activities is designed to prepare students for the multiple steps and rigors of linear programming. Example regions are provided for the teacher and student pairs. Also a worksheet is also provided.

This packet addresses solving proportional inequalities or rational inequalities. There is a brief activity, two examples, and a worksheet.

This activity has students match graphs with functions. Students determine domain, asymptotes, end behavior, and behavior at x-values that are vertical asymptotes (values exclusive to the domain). Access to a video and a dynamic quizmaster is made available to the teacher and the students. To stretch learning and gain higher order thinking, the material includes three challenge problems. Students are given clues and have to sketch a rational function.

This packet contains a class opener (review of factoring), and alternative online MATHguide opener lesson/quiz, examples, and a worksheet. This packet includes access to an online instructional video and interactive quiz from MATHguide, which can be used for a flipped classroom and/or differentiated learning.

This activity is a scavenger hunt (or trail) that contains problems that deal with: operations on complex numbers, quadratic formula, graphing complex numbers, calculating the modulus, and simplifying radical expressions.