If two forces of equal magnitudes act simulta | vedclass

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(C) Let the two forces be $\vec{F}_1$ (acting towards the East) and $\vec{F}_2$ (acting towards the North). Since the magnitudes are equal,let $|\vec{

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the body will displace in the north-east direction

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(C) Let the two forces be $\vec{F}_1$ (acting towards the East) and $\vec{F}_2$ (acting towards the North). Since the magnitudes are equal,let $|\vec{F}_1| = |\vec{F}_2| = F$. According to the parallelogram law of vector addition,the resultant force $\vec{R}$ is given by $\vec{R} = \vec{F}_1 + \vec{F}_2$. Since the angle between the East and North directions is $90^{\circ}$,the resultant force acts along the diagonal of the square formed by these two vectors. This diagonal points exactly in the North-East direction. Therefore,the body will displace in the North-East direction.

If two forces of equal magnitudes act simultaneously on a body in the east and the north directions,then:

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