3) write three difference between distance anddisplacement.

1.	3) write three difference between distance anddisplacement.
Answer» Distance is the measurement of the paths taken by the body to travel from one point to another. It is a scalar quantity that has magnitude only. Mathematically it is represented as: $\tt\[{ \purple{\text{Speed}} = \frac{\text{Distance}}{\text{Time}}}\]$ Displacement is the measurement of the length of the shortest path from the initial point to the final point. It is a VECTOR quantity having direction as well as magnitude. $\[{ \purple{\text{Velocity}} = \frac{\text{Displacement}}{\text{Time}}}\].$ Difference Between Distance and Displacement Distance is a scalar quantity whereas displacement is a vector quantity. Distance is the total path covered by the body and displacement is the shortest path covered by the body. The distance can NEVER be zero but displacement can be. Distance is always EQUAL to or GREATER than the displacement. Distance doesn’t decrease with time whereas displacement DECREASES. Distance can never be negative and displacement can be both i.e., positive or negative. $\sf \: @WildCat7083$

Answer»

Distance is the measurement of the paths taken by the body to travel from one point to another. It is a scalar quantity that has magnitude only. Mathematically it is represented as:

$\tt\[{ \purple{\text{Speed}} = \frac{\text{Distance}}{\text{Time}}}\]$

Displacement is the measurement of the length of the shortest path from the initial point to the final point. It is a VECTOR quantity having direction as well as magnitude.

$\[{ \purple{\text{Velocity}} = \frac{\text{Displacement}}{\text{Time}}}\].$

Difference Between Distance and Displacement

Distance is a scalar quantity whereas displacement is a vector quantity.
Distance is the total path covered by the body and displacement is the shortest path covered by the body.
The distance can NEVER be zero but displacement can be.
Distance is always EQUAL to or GREATER than the displacement.
Distance doesn’t decrease with time whereas displacement DECREASES.
Distance can never be negative and displacement can be both i.e., positive or negative.

$\sf \: @WildCat7083$