Chapter 18 Vectors and geometric proof
18.2 Vector Arithmetic
The operation to add two or more vectors together to form a vector sum is known as the addition of vectors. The addition of vectors is done in two ways, either through triangle law or parallelogram law. Where the vector subtraction is: “The addition of a vector with the negative of another vector.” In this section, we learn about Vectors, vector journeys, representing Vectors, multiply a vector by a scalar, add and subtract vectors.
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The operation to add two or more vectors together to form a vector sum is known as the addition of vectors. The addition of vectors is done in two ways, either through triangle law or parallelogram law. Where the vector subtraction is: “The addition of a vector with the negative of another vector.” In this section, we learn about Vectors, vector journeys, representing Vectors, multiply a vector by a scalar, add and subtract vectors.
Calculating using vectors and representing the solutions graphically.
Vector Arithmetic - Vectors, vector journeys, representing Vectors, multiply a vector by a scalar, add and subtract vectors.