Physics · Electrostatics
A charged particle (mass m and charge q) moves along the X-axis with velocity V0. When it passes through the origin, it enters a region having a uniform electric field E⃗ = -E ĵ which extends up to x = d. The equation of the path of the particle in the region x > d is:
- 1y = qEd2mV02 x
- 2y = qEdmV02 x
- 3y = qEdmV02 (x - d)
- 4y = qEdmV02 (d2 - x)✓
Correct answer
y = qEdmV02 (d2 - x)
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