a) An electric field of 436 N/C passes through an area of 3.9 cm 2 . Calculate t
ID: 1524098 • Letter: A
Question
a) An electric field of 436 N/C passes through an area of 3.9 cm2. Calculate the flux in N.m2/C, to 2 sf. You can assume that the electric field is perpendicular to the surface.
b) A volume of space has a net flux of 4099.5 N.m2/C INTO the volume. Calculate the charge inside the volume , in Coulombs to 2 sf.
c) When do equipotential surfaces and electric field lines cross?
Select one:
a.Always, at 90 degree angles to each other.
b. Never, they always run parallel to each other
c. It depends on the strength of the electric field
d) A dielectric is placed between the plates of a parallel plate capacitor. What happens to the capacitance?
Select one:
a. It will increase
b. It will decrease
c. It will stay the same
e)If you have a parallel plate capacitor, what will happen to the capacitance if you move the plates further apart
Select one:
a. It will increase
b. It will stay the same
c. It will decrease
Explanation / Answer
Given
a) electric field E = 436 N/C passes through area A = 3.9 cm2 = 3.9*10^-4 m2
we know that the electric flux phi = E*A cos theta
= 436*3.9*10^-4 N m2/C
= 0.17 Nm2/C
b) electric flux phi = 4099.5 Nm2/C
from Gauss law
flux through a closed surface phi = (1/epsilon not)(charge inside)
where epsilon not is permitivity of free space = 8.85*10^-12 F/m
so the charge inside is Q_in = 4099.5*8.85*10^-12
= 3.6280575*10^-8 C
= 36.28 nC
c)
in equipotential surface the electric field lines are always perpendicular to each other
answer is option
a.Always, at 90 degree angles to each other.
d) A dielectric is placed between the plates of a parallel plate capacitor
Ans the capacitance
a. It will increase
C = k*C0
C0 is capacitance without dielectric material , k is dielectric material of constant k
e) ans C It will decrease
because when separation between plates increases , capacitance decreases
C = epsilon not *A/d
as d increases , C decreases
Related Questions
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.