Vectors

32 modules

134 lessons

134 videos

13h 6m

Vectors H2 Mathematics In this course, we will learn the basics concepts to the advanced applications of Vectors in the H2 Mathematics Syllabus. The lessons are mainly recorded during our live-streamed lessons. Course outline • Unit Vectors and Its Applications • Basic results of Vectors • Scalar and Vector products • Line and Plane Equations • Applications of Scalar and Vectors Products • 3 Dimensional Problems

Course Content

Ratio Theorem

Unit Vector

Scalar Product (Dot Product)

Vector Product (Cross Product)

Area of Parallelogram And Triangle

Conceptual Bridging

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2013 ACJC P1 Q13

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Course Details

32 Modules

134 lessons

134 Videos

With video solutions

13h 6m

Total video duration

H2 Math

Syllabus

Vectors

Module 1Vector Algebra: Unit Vectors

Module 2Basic Results: Unit Vectors

Module 3Application of Unit Vector

Module 4Ratio Theorem

Module 5Vector Algebra: Dot Product

Module 6Basic Results: Magnitude of Vectors

Module 7Basic Results: Application of Dot Product: Perpendicular Vectors

Module 8Basic Results: Application of Cross Product: Area of Parallelogram and Triangle

Module 9Practice 1 - Vector Algebra

Module 10Dot Product

Module 11Cross Product

Module 12Application of Dot Product: Angle Bisector

Module 13Equation of Line

Module 14Finding Equations of Line

Module 15Relationships Between Two Lines

Module 16Further Applications of Dot and Cross Product

Module 17Length of Projection

Module 18Foot of Perpendicular of a Point to a Line and Point of Reflection

Module 19Practice 2 – Lines

Module 20Equation of Planes

Module 21Finding The Equations of Planes

Module 22Finding Points on a Plane

Module 23Relationships Between a Point and a Plane

Module 24Finding the Distance of a Point to the Plane

Module 25Finding the Intersection between a Line and a Plane

Module 26Relationship Between a Line and a Plane

Module 27Planes Exercise

Module 28Relationships Between Two Planes

Module 29Practice 4

Module 30Vectors – Further Practice

Module 31Three-Dimensional Geometry

Module 32Practice 5

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