89 - Electricity Questions Answers
a II plate capacitor has an electric field of 105 V/m b/w d plates . if charge on capacitor plate is 1uC d force on each capacitor is??
ans 0.05N
F = σq/2ε0 = Eq/2 = 105*10-6/2 = 0.05
A charge of +2.0 x 10^-8 C is placed on the positive plate and a charge of -1.0 x 10^-8 C on the negative plate of a parallel plate capacitor of capacitance 1.2 x 10^-3 uF. Calculate the potential difference developed between the plates. Please add explanation!
due to induction the charges on the four faces will be
so V = q/C = 1.5 * 10-8/1.2 * 10-9
solve now
according to the diagram
tanθ = qE/mg = q(σ/2ε0)/mg
solve this eq. for σ.
Remember that length of the thread is not applicable in the question.
what is a short circuit?
to connect - and + of the cell together
IN THE SOLUTION GIVEN BY AMIT TO MY PREVIOUS QUERY , THE FORMULA USED IS E=kq/r ,SIR I WANT TO KNOW IS IT IS CORRECT , DON'T YOU THINK IT SHOULD BE E=kq/r2 ??
yes you are right
initial energy of capacitor = 1/2 CV2
final energy of capacitor = 1/2 KC (V/K)2
difference ?
initial energy of capacitor = 1/2 CV2
final energy of capacitor = 1/2 KC (V/K)2
difference ?
A point charge q is placed off centre at point c inside a thick spherical shelll of inner radius a and outer radius b. Shell is neutral and conducting. OA =ra , OB = rb & OC = rc. Then the potential at centre of shell will be ( also show the distribution of charges )
Distribution: at C q, at inner surface -q, at outer surface +q
so potential at centre = kq/rc -kq/a + kq/b
A particle P of charge q and mass m is placed at a point in gravity free space and its free to move. another particle Q , of same charge and mass , is projected from a distance r from P with an initial speed v0 towards p . Initially the distance between P and Q decreases and then increases. Then what will be the speeds of particles P and Q when their separation is minimum?
by momentum conservation mv0 = 2mv1
so v1 = v0/2
first calculate the magnitude of electric field at centre of ring due to charge on the surface of ring and direction of that electric field also
this can be solved by method of integration
then F = qE
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