
How are the units of weight: $ kgf $ and $ newton $ related?
Answer
549.9k+ views
Hint: We will first try to understand the term what does weight mean. The weight is defined as a force that acts almost on everything on earth. It tells how heavy the object or substance is. It occurs due to the gravity of the earth. It also depends on the mass of the object.
Complete step by step answer:
The Earth pulls and exerts a force on every object which is down due to its gravity which is towards the centre of the earth. The magnitude of this force is defined as the product of the mass of the object and the magnitude of the acceleration due to gravity which is $ g = 9.8m/{s^2} $ . Hence
$ \Rightarrow W = mg $
Where $ W $ is known as weight, and $ m $ it is mass $ g $ is the gravitational acceleration.
As we know that the weight is a type of force hence the unit of weight can be given as newton $ N $ or $ kgm{s^{ - 2}} $ .
Here also given another unit which is $ kgf $ , which means kilogram-force unit. The $ kgf $ is a non-standardized metric unit of force. It is equal to the force that is exerted on the object of one kilogram of mass. Hence kilogram-force can be considered as the force measurement unit. The kilogram-force is equal to the mass of one kilogram multiplied by gravitational acceleration.
Therefore the relation between the $ newton $ and $ kgf $ is given as
$ \Rightarrow 1kgf = 10N $ .
And that is the relation between $ kgf $ and $ newton $ as both are the units of weight.
Note: Most of the time, we always get confused between the quantity, mass, and weight. Mass is a fundamental property of any object. It is defined as the measure of inertia. While we know that weight is a type of force that is acting due to the gravity of the earth.
Complete step by step answer:
The Earth pulls and exerts a force on every object which is down due to its gravity which is towards the centre of the earth. The magnitude of this force is defined as the product of the mass of the object and the magnitude of the acceleration due to gravity which is $ g = 9.8m/{s^2} $ . Hence
$ \Rightarrow W = mg $
Where $ W $ is known as weight, and $ m $ it is mass $ g $ is the gravitational acceleration.
As we know that the weight is a type of force hence the unit of weight can be given as newton $ N $ or $ kgm{s^{ - 2}} $ .
Here also given another unit which is $ kgf $ , which means kilogram-force unit. The $ kgf $ is a non-standardized metric unit of force. It is equal to the force that is exerted on the object of one kilogram of mass. Hence kilogram-force can be considered as the force measurement unit. The kilogram-force is equal to the mass of one kilogram multiplied by gravitational acceleration.
Therefore the relation between the $ newton $ and $ kgf $ is given as
$ \Rightarrow 1kgf = 10N $ .
And that is the relation between $ kgf $ and $ newton $ as both are the units of weight.
Note: Most of the time, we always get confused between the quantity, mass, and weight. Mass is a fundamental property of any object. It is defined as the measure of inertia. While we know that weight is a type of force that is acting due to the gravity of the earth.
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