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7 results

High school trigonometry lessons for Easel Activities

Preview of Radians and Degrees Unit Circle FUN Notes Doodle Pages

Radians and Degrees Unit Circle FUN Notes Doodle Pages

Created by
Joan Kessler
These Radians and Degrees FUN Notes Doodle Pages are designed for your students to understand and become fluent with the formulas used to convert degrees and radians, a very important skill in higher math and especially useful when learning the UNIT CIRCLE. Students will learn the relationship between degrees and radians and see completed examples before practicing 28 examples on their own. Perfect for Trigonometry, Algebra 2, and PreCalculus.Your students will love this fun format. The packet
Preview of Trig PreCalculus EOC Review Test Practice and Task Cards

Trig PreCalculus EOC Review Test Practice and Task Cards

Created by
Joan Kessler
This end of course Review of Trigonometry Topics with 40 Task Cards plus 2 Exams will help your PreCalculus, AP PreCalculus, or Trigonometry students review for end of year exams. This resource is a review of the major topics of Trigonometry or the Trigonometry part of PreCalculus in preparation for an end of semester exam. It included the topics listed below.Topics include :Angle Measurement Radians/Degrees Right Triangle Trigonometric Functions Applications to Right Triangles Graphs of Trigon
Preview of Alg 2 - Creating Graphs of Sine, Cosine, and Tangent from a Unit Circle

Alg 2 - Creating Graphs of Sine, Cosine, and Tangent from a Unit Circle

This non-calculator activity will engage the students in creating the graphs for y = sin r, y = cos r and y = tan r from the unit circle for values of 0 ≤ r ≤ 2π. • To graph the function y = sin r students are given a unit circle (divided into sixteen parts to match with π/6, π/3, π/4, π/2, etc) adjacent to an rx plane. Using the value of r and the x coordinate for each point on the unit circle, students create a graph of thirteen points on y = sin r. They are then asked to draw a smooth curve
Preview of Trig Identities Lesson: Applications to Pythagorean Identities (full solutions)

Trig Identities Lesson: Applications to Pythagorean Identities (full solutions)

Created by
Niki Math
In this lessson, students learn to apply the three most important Pythagorean identites and their variations. The lesson covers the following applications of Pythagorean identities:• Evaluating trigonometric functions• Simplifying trigonometric expressions• Verifying or proving other trigonometric identitiesIt includes o 6 solved examples & 6 similar to them for students to try to solve them by their owno guidelines o 21 various and engaging practice problemso answer keys and full solut
Preview of Angles and Their Measure

Angles and Their Measure

Created by
Joan Kessler
This Angles and Their Measure lesson is the first lesson in the unit Trigonometric Function in PreCalculus or Trigonometry. Included in the Lesson: Guided notes with two versions - one filled in, and the other for students to fill-in on their own. Teacher's version is also included.24 Task Cards Student response sheet Handout with the questions in a worksheet format which can be used for an absent student or as an alternative to task cards.Additional Handout with 18 questions which can be for h
Preview of SOHCAHTOA Trigonometric Ratios | Google Slides

SOHCAHTOA Trigonometric Ratios | Google Slides

SOHCAHTOA Presentation has the formulas for SOCAHTOA and Pythagorean TheoremThere is Common Questions and Answers discussingSohcahtoa, right triangles and hypotenuse and adjacent sides of a triangle. Includes 6 GOOGLE SLIDES and PDF (of that power point). Great for whole group instruction or review.SOHCAHTOA formulasPythagorean Theorem right triangles, hypotenuse, adjacent sides of a triangle
Preview of Simplifying Trig Expressions by SPECIFIED trig identities (full typed solutions)

Simplifying Trig Expressions by SPECIFIED trig identities (full typed solutions)

Created by
Niki Math
This product contains 50 trigonometric expressions with their detailed typed solutions. The problems are separated into five groups/quizzes. EACH GROUP of expressions REQUIRES APPLYING OF SPECIFIED IDENTITIES to be simplified as follows:• The fundamental Pythagorean identity • Quotient identities• Reciprocal identities• Pythagorean identities • Co-function identitiesThe problems have varying degrees of difficulty.The product can be divided into parts and used in a variety of ways:- as class
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