Question

The \[S.I\]unit of weight is newton. true or false

A) True
B) False

Answer 1

Hint:Here we proceed to find the gravitational force to determine the weight unit. It's because the weight is determined in both the unit of force that is the Newton and the normal kilogram of the base unit. Then we analyze whether the above statement is right or wrong.

Useful formula:
Gravitational force on a mass it is represented by formula
\[\;W{\text{ }} = {\text{ }}m * g\], where,
$W$ weight can be \[kg{\text{ * }}m/{s^2}\;\] which is equal to $N$ is newton

Complete step by step solution:
Newton, in the International System of Units ($S.I$ units) absolute force unit. The force required to provide a mass of one kilogram with an acceleration of one meter per second per second is known as that force.
\[\;W{\text{ }} = {\text{ }}m * g\] weight can be \[kg{\text{ * }}m/{s^2}\;\] which is equal to $N$ is newton
In physics, there are several $S.I$ units that are used to express various quantities. The gravitational force acting on the object, weight as a vector quantity. The magnitude of the gravitational force determines weight as a scalar quantity. Mechanisms that counteract the influence of gravity exert this as the magnitude of the reaction force on a body: Weight is nothing but the attractive force exerted on a body by the planet.
Now, since the $S.I$ force unit is Newton and the weight is also a force, this implies that Newton is also the $S.I$ weight unit.
Hence,
The \[S.I\] unit of weight is newton. Is True

The option A is the correct answer.

Note:The International System of Units is the metric system that is universally used as a reference for measurements that express dimensions in terms of base unit dimensions. also tend to equate weight and mass with each other, even though they are scientifically distinct quantities.