Physics
General
Easy
Question
For a paramagnetic material, the dependence of the magnetic susceptibility X on the absolute temperature is given as



 Independent
The correct answer is:
For paramagnetic materials, the magnetic susceptibility gives information on the molecular dipole moment and hence on the electronic structure of the molecules in the material. The paramagnetic contribution to the molar magnetic susceptibility of a material, is related to the molecular magnetic moment Mby the Curie relation
Related Questions to study
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Susceptibility of ferromagnetic substance is
Susceptibility of ferromagnetic substance is
physicsGeneral
physics
Shape of the graph of position time given in the figure for a body shows that
Shape of the graph of position time given in the figure for a body shows that
physicsGeneral
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As shown in the figure particle P moves from A to B and particle Q moves from C to D. Displacements for P and Q are and y respectively then
As shown in the figure particle P moves from A to B and particle Q moves from C to D. Displacements for P and Q are and y respectively then
physicsGeneral
physics
Here is a cube made from twelve wire each of length L, An ant goes from A to G through path ABCG. Calculate the displacement.
Here is a cube made from twelve wire each of length L, An ant goes from A to G through path ABCG. Calculate the displacement.
physicsGeneral
physics
As shown in the figure a particle starts its motion from 0 to A. And then it moves from. A to B. Is an are find the Path length
As shown in the figure a particle starts its motion from 0 to A. And then it moves from. A to B. Is an are find the Path length
physicsGeneral
Maths
Assertion (A): is divisible by the square of14 where n is a natural number Reason (R):
Assertion (A): is divisible by the square of14 where n is a natural number Reason (R):
MathsGeneral
maths
Assertion (A): Number of the dissimilar terms
in the sum of expansion is 206
Reason (R): Number of terms in the expansion of is n+1
Assertion (A): Number of the dissimilar terms
in the sum of expansion is 206
Reason (R): Number of terms in the expansion of is n+1
mathsGeneral
Maths
B=600!, then
B=600!, then
MathsGeneral
maths
The arrangement of the following with respect to coefficient of in ascending order where A) in where B) where C) in where D) in
The arrangement of the following with respect to coefficient of in ascending order where A) in where B) where C) in where D) in
mathsGeneral
maths
A: If the term independent of in the expansion of is 405, then n=
: If the third term in the expansion of is 1000, then n=(here n<10)
: If in the binomial expansion of the coefficients of 5^{th} 6^{th} and 7^{th} terms are in A.P then n= [Arranging the values of n in ascending order]
A: If the term independent of in the expansion of is 405, then n=
: If the third term in the expansion of is 1000, then n=(here n<10)
: If in the binomial expansion of the coefficients of 5^{th} 6^{th} and 7^{th} terms are in A.P then n= [Arranging the values of n in ascending order]
mathsGeneral
maths
The arrangement of the following binomial expansions in the ascending order of their independent terms A B C D
The arrangement of the following binomial expansions in the ascending order of their independent terms A B C D
mathsGeneral
maths
A: B: term independent of x in C: then
A: B: term independent of x in C: then
mathsGeneral
maths
I The sum of the binomial coefficients of the expansion is
II The term independent of x in the expansion of is when is even.
Which of the above statements is correct?
I The sum of the binomial coefficients of the expansion is
II The term independent of x in the expansion of is when is even.
Which of the above statements is correct?
mathsGeneral
maths
: The fourth term in the expansion of is equal to the second term in the expansion of then the positive value of is
:In the expansion of , the coefficients of and are equal, then the positive value of a is 8
: The fourth term in the expansion of is equal to the second term in the expansion of then the positive value of is
:In the expansion of , the coefficients of and are equal, then the positive value of a is 8
mathsGeneral
maths
S1: If the coefficients of and in the expansion of are equal, then the number ofdivisors ofn is 12.
S2: If the expansion of for positive integer n has 13 ^{th} term independent of x Then the sum of divisors of is 39.
S1: If the coefficients of and in the expansion of are equal, then the number ofdivisors ofn is 12.
S2: If the expansion of for positive integer n has 13 ^{th} term independent of x Then the sum of divisors of is 39.
mathsGeneral