A charged particle (mass m and charge q) moves along x−axis with velocity v0. When it passes through the origin, it enters a region having uniform electric field E=−E^j which extends up to x=d. The equation of path of electron in the region x>d is :

A charged particle (mass m and charge q) moves along x−axis with vel

1.	A charged particle (mass m and charge q) moves along x−axis with velocity v0. When it passes through the origin, it enters a region having uniform electric field E=−E^j which extends up to x=d. The equation of path of electron in the region x>d is :
Answer» A charged particle $(mass m and charge q)$ moves along $x - axis$ with velocity $v_{0}$ . When it passes through the origin, it enters a region having uniform electric field $E = - E^j$ which extends up to $x = d$ . The equation of path of electron in the region $x > d$ is :

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A charged particle (mass m and charge q) moves along x−axis with velocity v0. When it passes through the origin, it enters a region having uniform electric field E=−E^j which extends up to x=d. The equation of path of electron in the region x&gt;d is :

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A charged particle (mass m and charge q) moves along x−axis with velocity v0. When it passes through the origin, it enters a region having uniform electric field E=−E^j which extends up to x=d. The equation of path of electron in the region x>d is :