Activity 3: QUALITATIVE PROBLEMS Direction: Solve the following problems as directed. You may show your solution on a separate sheet of раper (1) Two spheres of equal mass and equal charge are separated at a distance r. (a) Derive an expression for the quantity of charge that must be on each sphere so that the spheres are in an equilibrium where attractive and repulsive forces are balanced. (b) How would doubling the distance between spheres affect the expression for the value of q from the previous problem. Explain. 12 (2) How would you draw the electric field lines given the test charges below: +) +) (3) Coulomb's law and Newton's law of gravitation are similar in structure. Can Gauss's law be applied needed? to gravitational fields? If so, what changes are

University Physics Volume 2
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ISBN:9781938168161
Author:OpenStax
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Chapter5: Electric Charges And Fields
Section: Chapter Questions
Problem 52P: Suppose Earth and the Moon each carried a net negative charge Q . Approximate both bodies as point...
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Activity 3: QUALITATIVE PROBLEMS
Direction: Solve the following problems as directed. You may show your solution on a
separate sheet of
раper
(1) Two spheres of equal mass and equal charge are separated at a distance r. (a)
Derive an expression for the quantity of charge that must be on each sphere so that
the spheres are in an equilibrium where attractive and repulsive forces are balanced.
(b) How would doubling the distance between spheres affect the expression for the
value of q from the previous problem. Explain.
12
(2) How would you draw the electric field lines given the test charges below:
(3) Coulomb's law and Newton's law of gravitation are similar in structure. Can Gauss's
be applied
needed?
law
to
gravitational fields?
If
so,
what changes
are
Transcribed Image Text:Activity 3: QUALITATIVE PROBLEMS Direction: Solve the following problems as directed. You may show your solution on a separate sheet of раper (1) Two spheres of equal mass and equal charge are separated at a distance r. (a) Derive an expression for the quantity of charge that must be on each sphere so that the spheres are in an equilibrium where attractive and repulsive forces are balanced. (b) How would doubling the distance between spheres affect the expression for the value of q from the previous problem. Explain. 12 (2) How would you draw the electric field lines given the test charges below: (3) Coulomb's law and Newton's law of gravitation are similar in structure. Can Gauss's be applied needed? law to gravitational fields? If so, what changes are
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