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High School Level - Geometry
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Season 1
General
Episodes
Artwork
TheTVDB.com Season ID
2171767
Created
February 13, 2025
Modified
February 17, 2025
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When available, episode names will be translated into
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Name
First Aired
Runtime
Image
S01E01
Fundamental Geometric Concepts
The Great Courses
33
S01E02
Angles and Angle Measure
The Great Courses
31
S01E03
Inductive Reasoning and Deductive Reasoning
The Great Courses
32
S01E04
Preparing Logical Reasons for a Two-Column Proof
The Great Courses
31
S01E05
Planning Proofs in Geometry
The Great Courses
32
S01E06
Parallel Lines and Planes
The Great Courses
31
S01E07
Triangles
The Great Courses
32
S01E08
Polygons and Their Angles
The Great Courses
31
S01E09
Congruence of Triangles
The Great Courses
31
S01E10
Variations of Congruent Triangles
The Great Courses
30
S01E11
More Theorems Related to Congruent Triangles
The Great Courses
31
S01E12
Median, Altitudes, Perpendicular Bisectors, and Angle Bisectors
The Great Courses
31
S01E13
Parallelograms
The Great Courses
31
S01E14
Rectangles, Rhombuses, and Squares
The Great Courses
31
S01E15
Trapezoids, Isosceles Trapezoids, and Kites
The Great Courses
31
S01E16
Inequalities in Geometry
The Great Courses
31
S01E17
Ratio, Proportion, and Similarity
The Great Courses
31
S01E18
Similar Triangles
The Great Courses
32
S01E19
Right Triangles and the Pythagorean Theorem
The Great Courses
31
S01E20
Special Right Triangles
The Great Courses
30
S01E21
Right-Triangle Trigonometry
The Great Courses
31
S01E22
Applications of Trigonometry in Geometry
The Great Courses
32
S01E23
Tangents, Arcs, and Chords of a Circle
The Great Courses
31
S01E24
Angles and Segments of a Circle
The Great Courses
30
S01E25
The Circle as a Whole and Its Parts
The Great Courses
31
S01E26
The Logic of Constructions through Applied Theorems (Part I)
The Great Courses
30
S01E27
The Logic of Constructions through Applied Theorems (Part II)
The Great Courses
31
S01E28
Areas of Polygons
The Great Courses
31
S01E29
Prisms, Pyramids, and Polyhedra
The Great Courses
32
S01E30
Cylinders, Cones, and Spheres
The Great Courses
31
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