Triangle Properties and Classification

Algebra 1 - Interior and exterior angle measures

Interior and exterior angle measures practice

Arithmetic - Math 7 | Interior and Exterior Angle Sum Theorem Notes

Notes on the interior and exterior angle sum theorems, how they help us find missing angles

Geometry - Geometry - Angles Notes

This tackles different angles in geometry and how to solve them.

Geometry - Polygons and Circles

These notes include key concepts and vocabulary for polygons and circles, including the different types of polygons, interior angles, and the formulas for finding the circumference, area, and area of a sector of a circle.

Geometry - Isocèles and Equilateral Triangles

Theorems and notes for isocèles and equilateral triangles

Geometry - 10:4 Inscribed Angles

This is a finished and completed worksheet that applies very helpful information for the subject.

Geometry - Inscribed angles, intercepting a diameter, overlapping arcs

This is a finished and completed worksheet that applies very helpful information for the subject.

Geometry - Inscribed Angles, Intercepting a Diameter, Overlapping Arcs, and Inscribed Quadrilaterals

This contains inscribed angles, intercepting a diameter, overlapping arcs, and inscribed quadrilaterals.

Algebra 1 - Algebraic arcs and angles

Algebraic arcs and angles notes

Arithmetic - Solving missing Angles

Work problems about the topic

Geometry - Isosceles & Equilateral Triangles-1

What are the properties of isosceles and equilateral triangles? How can we use these properties to solve missing angle or missing side problems?

Geometry - Circle

area formulas

Pre-Calculus - Trigonometric Problems

Covers solving trig. problems and finding the missing side & bearing

Algebra 2 - Right Triangle Word Problems

Multiple right triangle word problems and how to solve them.

Trigonometry - Triangles in Trigonometry

This is about getting the angles in trigonometry

Geometry - Standard 12 Special Right Triangles

How to solve for special right triangles. 90 45 45 triangles. 90 60 30 triangles.

Geometry - Triangle Theorems

Exploring the 45-45-90 and 30-60-90 triangle theorems and their relationships between hypotenuse and legs.

Arithmetic - SAT notes.

SAT math notes

Algebra 1 - Special Right Triangles

This study note showcases the different types of right triangles there are as well as the theorems for those triangles along with examples.

Geometry - Geometry notes

highscholer need this

Algebra 2 - Special Right Triangles

Examples of two of the most common special right triangles.

Geometry - U7L2 Special Right Triangles Full Solutions

U7L2 Special Right Triangles Full Solutions

Pre-Calculus - Intro to trigonometric equations

Notes include: - examples - step-by-step guide on how to solve equations - trigonometric equations in radians practice

Geometry - Unit 7: Right Triangles & Trigonometry Homework 5: Trigonometry: Finding Sides And Angles

Geometry Homework, 100%

Geometry - Unit 7: Right Triangles & Trigonometry Homework 4: Trigonometric Ratios & Finding Missing Sides

Geometry Homework, 100%

Algebra 1 - Trig practice

Trigonometry review practice

Geometry - Solving for Right Triangles

Notes detailing how to use trigonometry to solve for the X value on a right triangle.

Geometry - General Geometry Notes

These notes have been taken over the second semester of Geometry

Trigonometry - Trigonometry Review

Notes and word problems/questions about the topic

Trigonometry - Finding Side Lengths

Notes and word problems/questions about the topic

Pre-Calculus - Using the Pythagorean theorem and reference angles

PreCalc Trigonometric Functions

Geometry - U7L6 Trig Review Solutions

U7L6 Trig Review Solutions

Trigonometry - Core functions of trigonometric functions

Solving sin,cos,tan,cosec,sec,cot

Geometry - Classifying Triangles Notes

Learn about the characteristics of different types of triangles, including equilateral, isosceles, scalene, acute, obtuse, and right triangles.

Geometry - Geometry Notes

Geometry Notes

Geometry - Classifying Triangles

How do we classify triangle by examine their angles? How about by their known sides? How do we solve triangle side problems involving isosceles and equilateral triangles?