WITH COMPLETE SOLUTIONS
Charged particles are at the corners of equilateral triangles, which all have the same
area. Rank the magnitude of the electric field strength at point P in each triangle from
greatest to least. - ANSWER-A = B = D > C
An electron moving to the right at a constant speed moves into an electric field. The
electric field is to the left. Which of the following correctly indicates how the field will
affect the electron's motion? - ANSWER-The electron will speed up.
Which of the following statements regarding equipotentials and electric fields is
accurate? - ANSWER-Electric field lines are perpendicular to equipotential lines.
A particle with a mass of 0.01 kg and a net charge of -0.05 C accelerates from rest
through a uniform electric field. If the strength of the field is 2000 V/C, what is the speed
of the particle after traveling for 0.5 m? - ANSWER-100m/s
What is the strength of an electric field measured 0.5 m from a point source with a net
charge of 5.0 μC? - ANSWER-1.8 x 105 N/C
A negatively charged particle moves through various electric fields. Which of the
following correctly indicates whether the negatively charged particle gained or lost
energy in each of the following examples? - ANSWER-Gained energy lost energy
gained energy
Based on the equipotentials shown in the example below, order the magnitude of the
potentials at points A, B, and C (from greatest to least). - ANSWER-A > B > C
How much energy does it take to move a particle with a charge of +6.0 μC a distance
0.5 m through a uniform electric field with a strength of 700 N/C? - ANSWER-2.1x10-3 J
Four point charges form a square 1.0 m on each side (see below). What is the potential
at a point in the center of the square of the value of q is 2 nC? - ANSWER-25.4 V
A particle with a charge of +2 μC is at the position marked by the x. Which statement
concerning the particle's energy at this position is most accurate? - ANSWER-The
particle will have a positive energy term.
The units used to measure the strength of an electric field are - ANSWER-Newtons per
Coulomb (N/C)