Obtain an expresssion for intensity of electric field in end on

Subject

Physics

Class

ICSE Class 12

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 Multiple Choice QuestionsShort Answer Type

41. Starting with the law of radioactive disintegration, show that : N = N0e-λ t, where the terms have their usual meaning.
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42. What is meant by Pair Production ? Explain with the help of an example and a balanced equation.
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43.

An X ray tube is operated at a tube potential of 40,000 V. Calculate :

(i) Kinetic energy of an electron emitted by the filament when it reaches the target / anode.

(ii) Wavelengths of all the X rays emitted by the X ray tube. 

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44. (i)In the following nuclear reaction, calculate the energy released in MeV :

straight H presubscript 1 presuperscript 2 space plus space straight H presubscript 1 presuperscript 2 space rightwards arrow space He presubscript 2 presuperscript 3 space plus space straight n presubscript 0 presuperscript 1
Given that: Mass of straight H presubscript 1 presuperscript 2 = 2.015 u
Mass of He presubscript 2 presuperscript 3 space equals space 3.017 space straight u
Mass of on = 1.009u

(ii) What is the name of this reaction ?
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45.

What is meant by the terms :

(i) a full wave rectifier ?

(ii) an amplifier ?

(iii) an oscillator ?  

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46. Using several NAND gates, how can you obtain an AND gate ? Draw a labelled diagram in support of your answer.
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 Multiple Choice QuestionsLong Answer Type

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47. Obtain an expresssion for intensity of electric field in end on position. i.e., axial position of an electric dipole.  


Let an electric dipole is taken which constitutes (+q) and (- q) charge separated by the distance 2l.

Let from the mid point of the dipole at a distance ‘r’ is the point P at intensities due to (+q) and (-q) charge respectively.


straight E subscript 1 space equals space fraction numerator 1 over denominator 4 πε subscript straight o end fraction fraction numerator straight q over denominator left parenthesis straight r space minus space straight l right parenthesis squared end fraction space semicolon spacedirection along the dipole axis. 

E2 = fraction numerator 1 over denominator 4 πε subscript straight o end fraction space fraction numerator q over denominator left parenthesis r plus l right parenthesis squared end fraction semicolon direction opposite to the dipole axis. 

Resultant electric field intensity E = E1 - E2

 Error converting from MathML to accessible text. 




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