Geometry EVERYTHING Explained

Geometry EVERYTHING Explained, available at $64.99, has an average rating of 4.25, with 107 lectures, based on 40 reviews, and has 232 subscribers.

You will learn about The full curriculum geometry course Basic geometry concepts such as point, lines, line segments, planes, collinear points, coplanar points etc. Angles, vertical angles, angles from intersection with parallel lines, complementary and supplementary angles, important angles to remember and measure Classification of triangles by side, classification of triangles by angle, interior angles of a triangle Inscribed angles and inscribed shapes Classification and properties of polygons, 3D polyhedral, polyhedral net area triangle perimeter, polygon perimeter, composite shapes perimeter triangle area, polygon area, composite shapes area Coordinate system Rigid transformations such as translation, rotation, and symmetry Non-rigid transformations such resizing for both dilating and shrinking by a factor Analytical geometry. equation of lines, parallel and perpendicular lines and equation of circle Introduction to trigonometry with trigonometric identities and Pythagorean theorem Special right triangles and pythagorean triples This course is ideal for individuals who are Students taking geometry or interested to reinforced knowledge and practice geometric concepts It is particularly useful for Students taking geometry or interested to reinforced knowledge and practice geometric concepts.

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Summary

Title: Geometry EVERYTHING Explained

Price: $64.99

Average Rating: 4.25

Number of Lectures: 107

Number of Published Lectures: 107

Number of Curriculum Items: 107

Number of Published Curriculum Objects: 107

Original Price: $49.99

Quality Status: approved

Status: Live

What You Will Learn

The full curriculum geometry course
Basic geometry concepts such as point, lines, line segments, planes, collinear points, coplanar points etc.
Angles, vertical angles, angles from intersection with parallel lines, complementary and supplementary angles, important angles to remember and measure
Classification of triangles by side, classification of triangles by angle, interior angles of a triangle
Inscribed angles and inscribed shapes
Classification and properties of polygons, 3D polyhedral, polyhedral net area
triangle perimeter, polygon perimeter, composite shapes perimeter
triangle area, polygon area, composite shapes area
Coordinate system
Rigid transformations such as translation, rotation, and symmetry
Non-rigid transformations such resizing for both dilating and shrinking by a factor
Analytical geometry. equation of lines, parallel and perpendicular lines and equation of circle
Introduction to trigonometry with trigonometric identities and Pythagorean theorem
Special right triangles and pythagorean triples

Who Should Attend

Students taking geometry or interested to reinforced knowledge and practice geometric concepts

Target Audiences

Students taking geometry or interested to reinforced knowledge and practice geometric concepts

What will you be able to do at the end of this course?

Be ready to A’s your geometry class. Since this online course explains in detail all topics of geometry in an easy and comprehensive way, you would be ready to succeed in your classes. Guaranteed

Why is this course better than others?

This course was created by an experienced engineer and it has been approved by professors in academia to guarantee excellence in math online learning using the latest techniques. It offers 11 chapters explained in 105 videos content and interactive material. Script for the entire class to help you follow each lecture easily and clean, more than 300 solved examples, self-evaluation sheet at the end of each chapter to measure your understanding, and relevant tips.

What is unique about this course?

This course follows the Feynman Technique in the following steps:

Learn:thisis the process that we go through to get knowledge about a certain topic. But staying in this step does not guarantee that you will retain the knowledge in the long run. To efficiently apply what you have learned you need to go to step two.

Do: In this step, we face all the problem-solving processes where “practice makes perfection” and to consolidate this information in our heads we go to step three.

Explain: This final step was created base on the Feynman Technique. This technique was invented by the Nobel Prize winner Richard Feynman and the goal for him was to understand what he studied better than anyone else. For this final technique, we encourage you to explain the concepts you have learned to a kid. By doing this technique you will notice that the vocabulary you use is very simple not only easy to understand but also to memorize.

By following these three steps to consolidate the information, you will be prepared to successfully complete your geometry class and the following math classes.

Course Curriculum

Chapter 1: Lectures Script

Lecture 1: Geometry course content

Lecture 2: Lectures Script

Chapter 2: Chapter 1 – Basics of Geometry

Lecture 1: Basics of Geometry

Lecture 2: Point, Lines, and Line Segments

Lecture 3: Intro to Planes

Lecture 4: Plane Exercise

Chapter 3: Angles

Lecture 1: Type of Angles

Lecture 2: Angles Exercise

Lecture 3: Important Angles

Lecture 4: Important Angles Exercise

Lecture 5: Vertical Angles

Lecture 6: Vertical Angles Exercise 1-2

Lecture 7: Vertical Angles Exercise 3-4

Lecture 8: Complementary and Supplementary Angles

Lecture 9: Complementary and Supplementary Angles Exercise 1-2

Lecture 10: Complementary and Supplementary Angles Exercise 3-4

Lecture 11: Intersecting Lines With Parallel Lines

Lecture 12: Intersecting Lines With Parallel Lines Exercise 1-3

Lecture 13: Intersecting Lines With Parallel Lines 4-6

Chapter 4: Triangles

Lecture 1: Triangle Classification

Lecture 2: Triangles Internal Angles Exercise 1-3

Lecture 3: Triangles Internal Angles Exercise 4-6

Lecture 4: Triangle Internal Angles

Lecture 5: Triangle Internal Angles Exercise 1-4

Lecture 6: Triangle Internal Angles Complex Exercises

Lecture 7: Triangle Inequality

Lecture 8: Triangle Inequality Exercise 1-2

Chapter 5: Polygons

Lecture 1: Polygons

Lecture 2: Polygon 2

Lecture 3: Polygon Exercise

Chapter 6: Perimeter

Lecture 1: Perimeter of triangle and polygons

Lecture 2: Perimeter of composite shapes 1

Lecture 3: Perimeter of composite shapes 2

Chapter 7: Area

Lecture 1: Area of triangles and polygons

Lecture 2: Area of composite shapes 1

Lecture 3: Area of composite shapes 2

Lecture 4: Area of composite shapes 3

Chapter 8: Circle

Lecture 1: Parts of the circle

Lecture 2: Intro to radians

Lecture 3: Intro to radians and degrees

Lecture 4: Intro to radians and degrees exercise 1

Lecture 5: Intro to radians and degrees exercise 2

Lecture 6: Area of the circle

Lecture 7: Area of the circle exercise

Lecture 8: Arc length

Lecture 9: Arc length exercise

Lecture 10: Tangent line

Chapter 9: Inscribed angles and shapes

Lecture 1: Inscribed angles theorem

Lecture 2: Inscribed angles exercise 1-2

Lecture 3: Inscribed shapes

Lecture 4: Inscribed shapes exercise 1-2

Lecture 5: Inscribed shapes exercise 3-4

Chapter 10: 3D Polyhedral

Lecture 1: 3D Polyhedral

Lecture 2: Net areas of polyhedral

Lecture 3: Volume

Chapter 11: Intro to the coordinate system

Lecture 1: Introduction to the coordinate system

Lecture 2: Coordinate system exercise 1

Lecture 3: Coordinate system exercise 2

Chapter 12: Rigid Transformations

Lecture 1: Intro to rigid transformations

Lecture 2: Translation of points

Lecture 3: Translation of shapes

Lecture 4: Translation exercises

Lecture 5: Rotation of points

Lecture 6: Rotation of shapes

Lecture 7: Rotation exercise 1-2

Lecture 8: Rotation exercise 3-4

Lecture 9: Symmetry of points

Lecture 10: Symmetry of shapes

Lecture 11: Symmetry exercise 1-2

Lecture 12: Symmetry exercise 3-4

Chapter 13: Non- Rigid Transformations

Lecture 1: Resizing of points

Lecture 2: Resizing of shapes

Lecture 3: Resizing exercise 1

Lecture 4: Resizing exercise 2

Lecture 5: Resizing exercise 3

Chapter 14: Congruence and Similarities

Lecture 1: Congruence postulates

Lecture 2: Congruence exercise 1-2

Lecture 3: Congruence exercise 3-4

Lecture 4: Similarities postulates

Lecture 5: Similarities exercise 1-2

Lecture 6: Similarities 3-4

Lecture 7: Similarities 5-6

Chapter 15: Analytical Geometry

Lecture 1: Pythagorean Theorem

Lecture 2: Pythagorean theorem to calculate the length of a line segment

Lecture 3: Pythagorean theorem exercise 1

Instructors

Ariana Morales
Civil Engineer

Rating Distribution

1 stars: 1 votes
2 stars: 2 votes
3 stars: 2 votes
4 stars: 10 votes
5 stars: 25 votes

Frequently Asked Questions

How long do I have access to the course materials?

You can view and review the lecture materials indefinitely, like an on-demand channel.

Can I take my courses with me wherever I go?

Definitely! If you have an internet connection, courses on Udemy are available on any device at any time. If you don’t have an internet connection, some instructors also let their students download course lectures. That’s up to the instructor though, so make sure you get on their good side!

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