Question

PROBLEM 2 A charge distribution is setup such that the resulting electric field has a magnitude of $5 \frac{N}{C}$ and makes an angle of positive 30° with respect to the x-axis at every local co-ordinate system. I. Draw an appropriate figure to describe this situation, include a global co-ordinate system. II. Determine the electric field in vector format. III. If a particle of mass $m = 10$ kg and charge $q = 5$ C is placed inside the electric field with zero initial velocity, determine the particles equations of motion in the x and y directions by solving Newton's equations. IV. Determine the particles displacement in the y-direction as a function of the particle's displacement in the x-direction. V. Plot this trajectory on a cartesian co-ordinate system.

          PROBLEM 2
A charge distribution is setup such that the resulting electric field has a magnitude of $5 \frac{N}{C}$ and makes an angle of positive 30° with respect to the x-axis at every local co-ordinate system.
I. Draw an appropriate figure to describe this situation, include a global co-ordinate system.
II. Determine the electric field in vector format.
III. If a particle of mass $m = 10$ kg and charge $q = 5$ C is placed inside the electric field with zero initial velocity, determine the particles equations of motion in the x and y directions by solving Newton's equations.
IV. Determine the particles displacement in the y-direction as a function of the particle's displacement in the x-direction.
V. Plot this trajectory on a cartesian co-ordinate system.

PROBLEM 2
A charge distribution is setup such that the resulting electric field has a magnitude of 5 (N)/(C) and makes an angle of positive 30° with respect to the x-axis at every local co-ordinate system.
I. Draw an appropriate figure to describe this situation, include a global co-ordinate system.
II. Determine the electric field in vector format.
III. If a particle of mass m = 10 kg and charge q = 5 C is placed inside the electric field with zero initial velocity, determine the particles equations of motion in the x and y directions by solving Newton's equations.
IV. Determine the particles displacement in the y-direction as a function of the particle's displacement in the x-direction.
V. Plot this trajectory on a cartesian co-ordinate system.

Added by Mandy W.

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