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The plate resistance of a triode is 3 × 103 ohms and its mutual conductance is 1.5 × 10–3 amp/volt. The amplification factor of the triode is
KEY CONCEPT : We know that µ = gm × r0where µ = amplification factor,gm = mutual conductancer0 = plate resistance∴ µ = 3 × 103 × 1.5 × 10–3 = 4.5
The half life of radioactive Radon is 3.8 days. The time at the end of which 1/20 th of the radon sample will remainundecayed is (given log10 e = 0.4343)
t1/2 = 3.8 day
If the initial number of atom is a = A0 then after time t the number of atoms is a/20 = A. We have to find t.
An alpha particle of energy 5 MeV is scattered through 180° by a fixed uranium nucleus. The distance of closest approach is of the order of
One point charge is uranium nucleus
The other point charge is α particle ∴ q2 = + 2eHere the loss in K.E. = Gain in P.E. (till α-particle reaches the distance d)
= 529.92 × 10–16 m= 529.92 × 10–14 cm= 5.2992 × 10–12 cm
Beta rays emitted by a radioactive material are
β-particles are charged particles emitted by the nucleus.
If elements with principal quantum number n > 4 were not allowed in nature, the number of possible elements would be
KEY CONCEPT : The maximum number of electrons in an orbit is 2n2. n > 4 is not allowed.Therefore the number of maximum electron that can be in first four orbits are 2 (1)2 + 2 (2)2 + 2 (3)2 + 2 (4)2= 2 + 8 + 18 + 32 = 60Therefore, possible element are 60.
Consider the spectral line resulting from the transition n = 2 → n = 1 in the atoms and ions given below. The shortest wavelength is produced by
We know that
λ is shortest when 1/λ is largest i.e., when Z has a highervalue. Z is highest for lithium.
The equation represents
Fast neutrons can easily be slowed down by
Fast neutrons can be easily slowed down by passing them through water.
Consider α particles, β particles and γ - rays, each having an energy of 0.5 MeV. In increasing order of penetrating powers, the radiations are:
Note : The penetrating power is dependent on velocity.For a given energy, the velocity of γ radiation is highest and α-particle is least.
An energy of 24.6 eV is required to remove one of the electrons from a neutral helium atom. The energy in (eV) required to remove both the electrons from a neutral helium atom is
When one e– is removed from neutral helium atom, it becomes a one e– species.For one e– species we know
For helium ion, Z = 2 and for first orbit n = 1.
∴ Energy required to remove this e– = + 54.4 eV
∴ Total energy required = 54.4 + 24.6 = 79 eV
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