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One thing that only applies to the three-dimensional vector space R3 is cross vector (vector multiplication between 2 vectors), namely the β¦
In this article we will learn about operations on vectors, namely vector multiplication or dot product or dot product. After previously we learned β¦
In this article we will learn about Vector Comparison of Line Segments. This vector comparison is actually the same as scalar multiplication with β¦
After previously studying vectors in the plane (R2), next we will develop our discussion regarding vectors in geometric shapes (R3). Vectors in β¦
A two-dimensional vector is a vector that has two elements, namely vertical (Y-axis) and horizontal (X-axis). Vectors in a plane (dimensional two) are β¦
1. Inline (collinear) vectors Points P, N, and Q are said to be collinear if the vector constructed by two points between them can be expressed as the β¦
1. Addition of Two Vectors The sum of two or more vectors is called the result vector or resultant. Geometrically, there are 2 rules for adding two β¦
1. Understanding scalar and vectors In everyday life, we find a lot of quantities, such as the length of a stick, the volume of a can, the area of ββa β¦
Mathematics is a universal language that transcends borders, cultures, and time. It is a fundamental tool that plays a crucial role in shaping the β¦
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