Is momentum a scalar or vector?

Explanation:
Quantities that have only magnitude and no direction are often called scalars. An integer, combined with the appropriate units, can represent a scalar quantity.In addition, the term "vector" refers to a physical quantity that has both size and direction and obeys the vector addition laws. A number with a unit and a direction is used to describe a vector quantity.A body's (or a moving body's) momentum is calculated by multiplying its mass by its speed. $P$ stands for it.The formula for calculating a body's momentum is $P=mv$, where $m$ stands for the mass and $v$ for the object's velocity. The amount of matter in a body with no clear shape is measured by its mass. Mass is a scalar quantity since it only has magnitude.The rate at which an object's position changes over time in a particular direction is known as its velocity. It can also be described as an object's speed moving in a specific direction. It is the distance traveled in one unit of time. Velocity is a vector quantity since it has both magnitude and direction.
We are aware that a vector quantity is produced when a scalar quantity and a vector quantity are multiplied together.Since it is the result of multiplying a body's mass, a scalar quantity, by its velocity, a vector, momentum is a vector quantity.Hence, momentum is a vector quantity.

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