Charge
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Two identical metallic spheres, having unequal opposite charges are placed at a distance of apart. After bringing them in contact with each other, they are again placed at the same distance apart. Now the force of repulsion between them is . Calculate the final charge on each of them.
Two free positive charges and are at a distance apart. What charge is needed to achieve equilibrium for the entire system and where should it be placed from the charge ?
- +1.6×10+19C
- +1.6×10−19C
- 1 C
- Zero
What do signify in electrostatics?
- 62.5×1018
- 6.25×1019
- 625×1018
- 6.25×1018
q1×q2<0
q1×q2>0
q1×q2=0- q1, q2>100 C
What is the function of enter key ?
Both can act in vacuum.
Both obey the inverse-square law.
Both are central forces and conservative in nature.
Both can repel as well as attract particles.
6.25×1024
6.25×1019
6.0×1025
6.0×1019
Becomes double
Becomes half
Remains same
Becomes four times
One coulomb charge is equivalent to the charge contained in:
(a) 2.6×1019 electrons
(b) 6.2×1019 electrons
(c) 2.65×1018 electrons
(d) 6.25×1018 electrons
- F = 2qE
- F = 3qE
- F = qE
If a positively charged object has an affinity to attract another body, then what charge does the other body possesses.
- (b) and (c) above.
Positive
Negative
No charge
Number of electrons in a charge of 16 C will be
1020
1019
10
1018
Electrical charge is measured in the units called
When an ebonite rod is rubbed with cat skin, a positive charge is developed on cat skin.
- True
- False
What did Michael Faraday discover?
Quantisation of charge
Additivity of charge
Conservation of charge
None of the above.
Product of one volt and one coulomb is equal to one joule.
- True
- False
The number of electrons must be removed from a conductor, so that it acquires a charge of 4.8nC
Question 7
An inflated balloon was pressed against a wall after it has been rubbed with a piece of synthetic cloth. It was found that the balloon sticks to the wall. What force might be responsible for the attraction between the balloon and the wall?
- kgm3s4A2
- kgm3A2s4
- kgm2S2A2
- kgm2A2S4
Two particles A and B of masses and have charges and , respectively. They are moving with velocities and , respectively, in the same direction, enters the same magnetic field, acting normally to their direction of motion. If the two forces and acting on them are in the ratio of , find the ratio of their velocities.