Distance is a scalar quantity in physics as it lacks direction and only considers magnitude. Trigonometry can be used to quantify distance, and work in one dimension is expressed as Fd, highlighting the scalar characteristic of distance.
Distance is a scalar quantity because it only has magnitude, not direction. Unlike vectors, scalars do not consider direction, making distance a scalar quantity.
To calculate distance quantitatively, trigonometry can be used to relate angles to ratios of distances, creating a mathematical relation.
In physics, work in one dimension can be expressed as Fd, where F is the force and d is the distance, illustrating the scalar nature of distance.
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