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CUET PG 2025 Material Science and Technology Question Paper (March 30, 2025) Shift 2; Download PDF

CUET PG 2025 Material Science and Technology Question Paper for Shift 2, held on March 30, 2025, is now available for download in PDF format. The paper includes a mix of multiple-choice questions and descriptive questions designed to assess candidates' knowledge in material science, its applications, and related technologies. Download the PDF to familiarize yourself with the exam pattern and enhance your preparation for future exams.

Free
CUET PG 2025 Material Science and Technology Question Paper (March 30, 2025) Shift 2
90 Minutes
75 Questions
300 Marks
English
Showing 1 - 5 of 75 questions
Page 1 of 15

Q1.

The number of atoms per unit cell of SCC are:

Q2.

Which of the following statements are correct:

A. In SC structure $a =2r$

B. In SC structure $a =r/2$

C. In BCC structure $a = 4r/\sqrt{3}$. 

D. In FCC structure $a = 2\sqrt{2} r$

Where $a$ is a lattice parameter and $r$ is the atomic radius.

Q3.

Which statements are correct for edge dislocation?

A. An edge dislocation moves in the direction of the Burger vector.

B. An edge dislocation involves an extra row of atoms above the slip plane

C. An edge of the atomic plane is formed internal of the crystal.

D. The Burger vector of an edge dislocation is parallel to the dislocation line.

Choose the correct answer from the options given below:

Q4.

Match the LIST-I with LIST

LIST - I

(Bonds)

LIST - II

(Formations)

A.Ionic BondsI.Partial sharing of valence electrons by the neighboring atoms
B.Metallic BondsII.Actual transfer of electrons from one atom to another atom
C.Vander Wall BondsIII.This typr of interaction between the oppositely charged ends of permanently polarized molecules
D.Hydrogen BondsIV.This type of bonding arises from dipolars interaction of crystals/ molecules of the crystal

Q5.

Which of the following relations are correct for the cubic crystal:brbrA. $a = b \neq c$brB. $a = b = c$brC. $\alpha= \beta = \gamma=90$brD. $\alpha \neq \beta = \gamma = 90$brbrChoose the correct answer from the options given below:

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