Khan AcademyFree Video

Algebra for Geometry: Free Course

Free Khan Academy video course on Algebra for Geometry. Study all 13 source recordings with an on-site lesson list and completion tracking.

Every occurrence follows the published source playlist order; original titles, supplemental clips and literal repeated entries are retained.

Video 1 of 13 4:28

Proof: Sum of measures of angles in a triangle are 180 | Geometry | Khan Academy

Before you start

Basic arithmetic and the algebra used in the examples are useful. Keep paper, a ruler and a compass when constructions are demonstrated.

About this course

Geometric relationships provide a setting for algebraic reasoning. This course uses triangle angles, similarity and the Pythagorean theorem to find unknown measurements. Study the complete public source playlist from Khan Academy in English, with all 13 recordings in the on-site classroom. Original lesson titles, source order and repeated entries are preserved.

Course at a glance

Provider / Teaching team Khan Academy
Platform YouTube · Khan Academy
Access Free Video
Level Beginner
Language English
Videos 13
Video duration 1h 28m · allow extra time for practice
Format Self-paced recorded training
Certificate Not included with video viewing

What you’ll learn

  • Use triangle angle sums to solve for unknown angles.
  • Identify and justify triangle similarity.
  • Write proportions using corresponding sides.
  • Apply the Pythagorean theorem to right-triangle lengths.

Skills you’ll gain

  • Triangle angles
  • Similarity
  • Proportional reasoning
  • Pythagorean theorem

Course Overview

Angle-sum examples connect a geometric fact with an equation. Similar-triangle lessons require matching corresponding sides and angles before writing proportions; one example deliberately uses the same segment in different roles. The Pythagorean recordings then relate the sides of a right triangle and provide repeated worked practice. These are complementary tools with different hypotheses. A visually similar sketch is not enough to justify a similarity statement, and the Pythagorean theorem requires a right triangle. Label the correspondence and the right angle explicitly before deciding which relationship fits the problem.

How to study the course

  • Videos 1–3: this part of the source list includes “Proof: Sum of measures of angles in a triangle are 180” through “Similar triangle basics”. Label what is given before applying a property. Keep a brief working note, revisit an unclear explanation and test one example before moving to another part of the material.
  • Videos 4–6: this part of the source list includes “The Pythagorean theorem intro” through “Similar triangle example problems”. Separate an observation in a drawing from a justified conclusion. Keep a brief working note, revisit an unclear explanation and test one example before moving to another part of the material.
  • Videos 7–9: this part of the source list includes “Pythagorean theorem 2” through “Pythagorean theorem 3”. Redraw an example with different dimensions or orientation. Keep a brief working note, revisit an unclear explanation and test one example before moving to another part of the material.
  • Videos 10–13: this part of the source list includes “Similarity example where same side plays different roles” through “Triangle angle example 3”. Explain the relationship that supports the answer. Keep a brief working note, revisit an unclear explanation and test one example before moving to another part of the material.

Who is this for?

This course suits learners studying geometry and teachers looking for recorded explanations of the named geometric topic. It also provides a recorded reference for revisiting a topic after an earlier lesson or study attempt. Choose examples appropriate to your background and allow time to work through the method instead of judging understanding only by how familiar the terminology sounds.

Before you start

Basic arithmetic and the algebra used in the examples are useful. Keep paper, a ruler and a compass when constructions are demonstrated.

Put the lessons into practice

Draw two similar triangles in different orientations and mark their corresponding vertices. Use a side ratio to find a missing length, explaining the correspondence. Solve a separate right-triangle problem and distinguish its theorem from the similarity argument. Check whether each answer is plausible relative to the other sides or angles.

This optional study activity is provided by WikiFree for independent practice. Keep your working notes and use the relevant classroom recording to check a step, definition or interpretation. It is not an instructor-marked assignment.

Certificate / Assessment

Watching the public videos and using WikiFree completion tracking does not award a certificate, academic credit, an examination voucher or instructor assessment. Use your practice output to review what you can explain and repeat independently. The recorded lessons provide study material; completion tracking records your progress through that material.

Related courses for your next step

Compare course focus, level and study time
Compare the published course outlines. A lower level is a preparation option, not a required prerequisite.
CourseLevelFocusStudy time
This course — Algebra for Geometry: Free CourseBeginnerTriangle angles · Similarity · Proportional reasoning1h 28m of video; practice time is additional
High School Geometry: Free CourseBeginnerGeometric proof · Transformations · Circle theorems19h 56m of video; practice time is additional
Integrated Mathematics 2: Free CourseIntermediateQuadratic functions · Polynomial structure · Geometry26h 20m of video; practice time is additional
Get Ready for Geometry : Free CourseBeginnerGeometric reasoning · Diagrams · Properties6h 57m of video; practice time is additional

Frequently asked questions

Is this course free to watch?

Yes. The public source videos are available in the WikiFree classroom. Video viewing does not include separately priced tools, hardware, memberships or a credential.

How long does the course take?

The 13 source video occurrences total approximately 1h 28m. Allow additional time for pausing, notes, practice and revisiting an explanation.

What background do I need?

Basic arithmetic and the algebra used in the examples are useful. Keep paper, a ruler and a compass when constructions are demonstrated.

Does completing the videos award a certificate?

No. Video viewing and WikiFree progress tracking do not award a certificate, academic credit or an exam voucher.

Can I study on a phone?

Yes. The classroom supports a responsive player and searchable lesson list. A larger screen or a suitable practice environment can help with detailed calculations, diagrams and software examples.

Share this course

Provider: Khan Academy. Videos play from the Khan Academy channel on YouTube.

Report a correction

Questions & discussion

Share a useful question or correction. Comments appear after moderation. Please avoid personal or sensitive information.

Add to the discussion

Your email address will not be published. Required fields are marked *