Embibe Experts Solutions for Exercise 4: Assignment

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Embibe Experts Physics Solutions for Exercise - Embibe Experts Solutions for Exercise 4: Assignment

Attempt the practice questions from Exercise 4: Assignment with hints and solutions to strengthen your understanding. Gamma Question Bank for Engineering Physics solutions are prepared by Experienced Embibe Experts.

Questions from Embibe Experts Solutions for Exercise 4: Assignment with Hints & Solutions

MEDIUM
JEE Main/Advance
IMPORTANT

The decay constant of a radioactive substance is λ. At t=0, the number of active nuclei are N0. Select the correct alternative

MEDIUM
JEE Main/Advance
IMPORTANT

Radioactive nuclei are being generated at a constant rate by some kind of nuclear reaction. If the decay constant for the radioactive nuclei is λ, which of the following graphical representation is correct? (initially, there are no radioactive nuclei present)

MEDIUM
JEE Main/Advance
IMPORTANT

The count rate of a radioactive sample was 1600 count s1 at t=0 and 100 count s1 at t=8 s. Select the correct alternatives

EASY
JEE Main/Advance
IMPORTANT

The probability of disintegration per second of a nucleus in a given radio-active sample

EASY
JEE Main/Advance
IMPORTANT

An unstable nucleus emits radiations to transform into less unstable state. Select the correct statement(s).

EASY
JEE Main/Advance
IMPORTANT

Choose the correct statement(s).

MEDIUM
JEE Main/Advance
IMPORTANT

A parent nuclide A (decay constant λ1) has N0 number of atoms at time t=0. Nuclide A decays to nuclide B which further decays with decay constant λ2. [NA=number of atoms of A at a given time, NB=number of atoms of B at a given time]

List-I List-II
(I) NAN0 at time t=ln 2λ0 (P) 14
(II) NBN0 at time t=ln 2λ0 (Q) 22-1
(III) Probability that a particular atom of A survives till time t=2 ln2λ0 (R) 2
(IV) The ratio of numbers of atoms of B and A, NBNA at time t=ln2λ0 (S) 116
    (T) 12
    (U) 2-1

If λ1=λ0=2λ2 then the correct match is

MEDIUM
JEE Main/Advance
IMPORTANT

A parent nuclide A (decay constant λ1) has N0 number of atoms at time t=0. Nuclide A decays to nuclide B which further decays with decay constant λ2. [NA=number of atoms of A at a given time, NB=number of atoms of B at a given time]

List-I List-II
(I) NAN0 at time t=ln 2λ0 (P) 14
(II) NBN0 at time t=ln 2λ0 (Q) 22-1
(III) Probability that a particular atom of A survives till time t=2 ln2λ0 (R) 2
(IV) The ratio of numbers of atoms of B and A, NBNA at time t=ln2λ0 (S) 116
    (T) 12
    (U) 2-1

If λ1=2λ0, λ2=λ0 then the correct match is