Rectangular Component of a vector class 11 Physics - Resolution of a vector class 11 physics

Rectangular Component of a vector class 11 Physics - Resolution of a vector class 11 physics
The rectangular components of a vector are the projections of the vector onto the x, y, and z axes (or any other orthogonal axes) in a rectangular coordinate system.
Given a vector V, its rectangular components are:
Vx (vector component along the x-axis)
Vy (vector component along the y-axis)
Vz (vector component along the z-axis)
These components can be found using the following formulas:
Vx = V cos(θx)
Vy = V cos(θy)
Vz = V cos(θz)
where θx, θy, and θz are the angles between the vector and the respective axes.
The rectangular components can be used to represent the vector in a more detailed and accessible way, making it easier to perform calculations and operations.
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