Question

How many newton make one kg-wt?

Answer 1

Finding the relationship between newton and one kg-wt

The weight of an object is given by $W=mg....\left(1\right)$

Where $m$ is the mass of the object and $g$ is the gravitational constant.

If $m=1$, then $W=9.81kgm{s}^{-2}\left[\because g=9.81m{s}^{-2}\right]$

Now, we know that $1kgm{s}^{-2}=1N$

$\therefore W=9.81N$

As we know that the kg-wt is the unit of weight (gravitational pull)

$\therefore 1kg-wt=9.81N$

The gravitational force exerted on an object is measured as $1kg-wt=9.81N.$ This is the relationship between $1kg-wt$ and newton.

Hence $1kg-wt$ is $9.81N.$