- AMomentum
- BAngular velocity
- CPotential energy
- DAngular momentum
Explanation:
Bohr's hypothesis
Electrons revolves round the nucleus in water orbits.
Orbit of the electron around the nucleus can take only some special values of radius.
The energy of the atom as a definite value in these orbits.
In this Orbits, Angular momentum (e) of the electron is integral multiple of the plank's constant h divided by 2n
$\text{i.e. l}=\text{n}\frac{\text{h}}{2\text{n}}.$
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An electron and proton have the same de-Broglie wavelength. Then the kinetic energy of the electron is
|
(a) Zero |
|
(b) Infinity |
|
(c) Equal to the kinetic energy of the proton |
|
(d) Greater than the kinetic energy of the proton |
What will be the equivalent resistance between the two points A and D
|
(a) 10 Ω |
(b) 20 Ω |
(c) 30 Ω |
(d) 40 Ω |
Order of q/m ratio of proton, α -particle and electron is
|
(a) e > p > α |
(b) p > α > e |
(c) e > α > p |
(d) None of these |
Two batteries, one of emf 18 volts and internal resistance 2Ω and the other of emf 12 volt and internal resistance 1 Ω, are connected as shown. The voltmeter V will record a reading of
|
(a) 15 volt |
(b) 30 volt |
(c) 14 volt |
(d) 18 volt |
The S.I. unit of electric flux is
|
(a) Weber |
(b) Newton per coulomb |
|
(c) Volt × metre |
(d) Joule per coulomb |
A beam of well collimated cathode rays travelling with a speed of 5 enter a region of mutually perpendicular electric and magnetic fields and emerge undeviated from this region. If |B| = 0.02T, the magnitude of the electric field is
|
(a) |
(b) 2.5 |
(c) 1.25 |
(d) 2 |