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FateMaster
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Hmm... This is a chp in a-maths... I appear to be having a mental block regarding the vector diagram thingy... Help me please ? Thx...
FateMaster said:Hmm... This is a chp in a-maths... I appear to be having a mental block regarding the vector diagram thingy... Help me please ? Thx...
Relative velocity is the velocity of an object in relation to another object. It takes into account the motion of both objects and is often represented as a vector.
Understanding relative velocity is important for accurately describing the motion of objects in relation to each other. It is also necessary in many real-world applications, such as navigation and transportation.
Relative velocity is calculated by subtracting the velocity of one object from the velocity of another object. This can be done using vector addition or by using the formula v(rel) = v(a) - v(b), where v(rel) is the relative velocity, v(a) is the velocity of object A, and v(b) is the velocity of object B.
A vector diagram is a visual representation of vectors, which are mathematical quantities that have both magnitude and direction. In the context of relative velocity, a vector diagram can be used to show the velocity of two objects and their relative velocity.
Vector diagrams can be used to visually understand the relationship between the velocities of two objects and their relative velocity. By accurately drawing and labeling the vectors, you can use basic geometry and trigonometry to solve for unknown quantities, such as speed or direction.