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Class 12-science H C VERMA Solutions Physics Chapter 22 - X-Rays

X-Rays Exercise 395

Solution 1

(a) Energy , E=  

  

= 12.4 keV

(b) Frequency,

   

   

  

(c) Momentum,

  

  

  

Solution 2

We know,

  

  

  

  

Solution 3

We know,

  

  

  

= 41.4pm

Solution 4

  

  

Thus,

  

= 12.4kV

Now,

Maximum Energy,   

  

E = 2 ×  J

Solution 5

We know,   

  

= 15.5keV 

Solution 6

We know,   

And   

% change in wavelength =   

=  

= 0.99 = 1% 

Solution 7

Energy is given as:

  

  

  

Now electric field   

  

= 27.6kV/m

Solution 8

Now,

  

  

  

  

  

Also Potential difference,

  

  

  

V = 15.93 kV

Solution 9

We know,

  

  

  

  

Solution 10

We know,

  

  

  

  

  

  

  

  

Solution 11

Energy utilized is given as:

  

  

  

And Also   

  

  

Now, energy is

  

= 8400 eV

And

  

  

Now, energy is

  

= 2520 eV

And   

  

Solution 12

We Know,

  

  

  

Now,

  

  

  

Solution 13

Energy   

= 3450eV

Energy required to ionize is given as 16eV.

Thus, energy needed to knock out an electron from K -shell of argon atom is:

E = 3450 + 16

  

Solution 14

In case of Aluminium:

  

  

  

  

  

Now according to Moseley's Law

 )

  

  

Taking ratio of (1) and (2) and solve if we get

  

b = 1.395

and

  

Now in case of iron

  

  

  

And also   

  

= 198pm

Solution 15

Energy is given as:

  

  

  

By Moseley's law

  

(Where a = 5×107, b = 1.37) (from question 14)

  

  

z = 20.15

z 20

  

Solution 16

We know

  

  

And   

  

 

  

 

Solution 17

La (Z=57)

  

  

  

  

Also Cu (z = 29)

  

  

  = 28a ___________(2)

Dividing (1) and (2) we get

  

  

Solution 18

We know,

  

  

Subtracting equation (2) from (1) we get

  

  

  

  

  

  

  

And

  

  

Solution 19

We know,

 

  

 

  

  

  

  

  

Now,

  

  

  

And also   

  

  

  

Solution 20

We know,

  

And K = fh

  

  

  

  

Also,

  

And    

  

  

  

Solution 21

Energy of electrons is:

E = ev

Where v is potential required for K series emission

This amount of energy =   

Maximum potential difference is 11.3 kV

Solution 22

We know,

  

  

  

K.E of one e = eV

  

  

Total K.E is:

  

  

= 400J

(a) Power entitled.  

  

= 4W

(b) Heat Produced,

H = 400 - 4

= 396 J

Solution 23

  

And

  

  

  

  

X-Rays Exercise 396

Solution 24

We know

  

  

  

  

  

  

  

Z = 29.66 30

  

  

  

Z = 28.55 29

  

  

  

Z = 25.6 26 

  

Solution 25

Heat Energy =   

And Momentum   

  

Now,

Momentum of Photon = momentum of atom

  

  

And Recoil Energy   

  

  

Solution 26

We Know,

  

Also

  

  

And

  

  

Now Slopes are same, thus

  

  

  

Solution 27

We Know,

  

  

  

  

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