Physics MCQs for NEET — Practice Questions with Answers

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Let nP and ne be the number of holes and conduction electrons respectively in a semiconductor. Then

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Explanation

(c) In intrinsic semiconductors, the creation or liberation of one free electron by the thermal energy has created one hole. Thus in intrinsic semiconductors  nP=ne

Wires P and Q have the same resistance at ordinary (room) temperature. When heated, resistance of P increases and that of Q decreases. We conclude that

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Explanation

(d) Conductor has positive temperature coefficient of resistance but semiconductor has negative temperature coefficient of resistance.

In extrinsic P and N-type, semiconductor materials, the ratio of the impurity atoms to the pure semiconductor atoms is about 

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Explanation

(d) In extrinsic semiconductors, 10-7 impurity atoms are mixed per single atom of pure semiconductor.

The forbidden gap in the energy bands of germanium at room temperature is about 

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Explanation

(c) Eg(Germanium)=0.67 eV

In P-type semiconductor the majority and minority charge carriers are respectively

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Explanation

(d) In P-type semiconductors, holes are majority charge carrier and electrons are minority charge carriers

At zero Kelvin a piece of germanium

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Explanation

(c) At zero Kelvin, there is no thermal agitation and therefore no electrons from valence band are able to shift to conduction band.

A semiconductor is cooled from T1K to T2K. Its resistance

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Explanation

(b) Resistance of semiconductor ∝ 1Temperature

In intrinsic semiconductor at room temperature, number of electrons and holes are

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Explanation

(a) At room temperature the number of electrons and holes are equal in the intrinsic semiconductor.

In a semiconductor the separation between conduction band and valence band is of the order of

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Explanation

(c) In semiconductors, Forbidden energy gap is of the order of 1 eV.

The intrinsic semiconductor becomes an insulator at

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Explanation

(d) At 0K temperature semiconductor behaves as an insulator, because at very low temperature electrons cannot jump from the valence band to conduction band.

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