A small bead of mass m = 5.00 × 10-º kg carrying positive charge Q = 30.0 µC is pl the electric field of magnitude E = 2000 N/C pointing in +x-direction and given initial Vz = -25.0 m/s. The bead travels through a displacement Ax %3D -0.020 m. a) Represent the question graphically and indicate the direction of the acceleration on the to the electric force acting on it. b) Determine the initial kinetic energy of the bead.

College Physics
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Chapter18: Electric Charge And Electric Field
Section: Chapter Questions
Problem 58PE: Integrated Concepts An electron has an initial velocity of 5.00106m/s in a uniform 2.00105N/C...
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i need question a,b,c. thanks :)

5.00 x 10–6
kg carrying positive charge Q = 30.0 µC is placed in
2000 N/C pointing in +x-direction and given initial velocity
A small bead of mass m =
the electric field of magnitude E
Vz = -25.0 m/s. The bead travels through a displacement Ax = -0.020 m.
a) Represent the question graphically and indicate the direction of the acceleration on the bead due
to the electric force acting on it.
b) Determine the initial kinetic energy of the bead.
c) Determine the change in the bead's potential energy
d) Determine the final kinetic energy of the bead.
e) Determine the final velocity (magnitude and direction) of the bead.
Enter the magnitude of final velocity below. Provide your answer in meters per second, rounded to
the nearest integer.
Transcribed Image Text:5.00 x 10–6 kg carrying positive charge Q = 30.0 µC is placed in 2000 N/C pointing in +x-direction and given initial velocity A small bead of mass m = the electric field of magnitude E Vz = -25.0 m/s. The bead travels through a displacement Ax = -0.020 m. a) Represent the question graphically and indicate the direction of the acceleration on the bead due to the electric force acting on it. b) Determine the initial kinetic energy of the bead. c) Determine the change in the bead's potential energy d) Determine the final kinetic energy of the bead. e) Determine the final velocity (magnitude and direction) of the bead. Enter the magnitude of final velocity below. Provide your answer in meters per second, rounded to the nearest integer.
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