InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 251. |
What are voids? |
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Answer» Voids are the empty spaces present between atoms or ions, when they are packed within the crystal. |
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| 252. |
What is the difference between the number of atoms per unit cell in face centred cube and the number of atoms per unit cell in body centred cube?(A) 2(B) 1(C) 4(D) 6 |
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Answer» Correct answer is: (A) 2 Number of atoms per unit cell in fcc = 4 Number of atoms per unit cell in bcc = 2 \(\therefore\) Difference = 4 - 2 = 2 |
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| 253. |
A solution of urea in water has boiling point of 373.328 K. calculate the freezing point of same solution. |
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Answer» ∆Tb /∆Tf = Kb/Kf = 0.178 x 1.86 / 0.52 = 0.6367 K Tf = -0.6367 K |
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| 254. |
A crystalline solid has _______. (A) long range order(B) short range order(C) disordered arrangement(D) none of these |
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Answer» Correct answer is: (A) long range order |
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| 255. |
Which of the following conditions favours the existence of a substance in the solid state? (i) High temperature (ii) Low temperature (iii) High thermal energy (iv) Weak cohesive forces |
| Answer» (ii) Low temperature. | |
| 256. |
Which of the following conditions favours the existence of a substance in the solid state?(i) High temperature(ii) Low temperature(iii) High thermal energy(iv) Weak cohesive forces |
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Answer» (ii) Low temperature |
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| 257. |
What is a unit cell? |
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| 258. |
How does electrical conductivity of a semiconductor change with temperature ? Why? |
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| 259. |
Which of the following is n-type semiconductor? (a) Pure Si (b) Si doped with As (c) Si doped with Ga (d) Ge doped with In |
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Answer» (b) Si doped with As Si doped with As is n-type semiconductor. |
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| 260. |
Molecular solids are (a) crystalline solids (b) amorphous solids (c) ionic solids (d) metallic solids |
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Answer» (b) amorphous solids Molecular solids are amorphous solids. |
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| 261. |
Will you call the arrangement of particles in this solid regular or irregular ? |
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Answer» The arrangement of particles in this solid is regular. |
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| 262. |
A solid having irregular shape is called _______ solid.(A) amorphous(B) crystalline(C) anisotropic(D) isomorphous |
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Answer» Correct answer is: (A) amorphous |
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| 263. |
Give classification of solids. |
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Answer» Depending on orderly arrangement of the constituent particles, the solids are classified into two types : Crystalline solids. For example, diamond, NaCl, K2SO4, etc. Amorphous solids or non-crystalline solids. For example, tar, glass, plastics, rubber, butter, etc. |
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| 264. |
Ice has three dimensional crystal structure in which .........of total volume is unoccupied.(A) one half(B) one third(C) one fourth(D) one fifth |
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Answer» Correct answer is: (A) one half |
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| 265. |
What are the characteristic properties of solids? |
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| 266. |
What are the constituents of solids? |
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Answer» The smallest constituent particles of various solids are atoms, ions or molecules. All such small constituents are referred to as 'particles' |
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| 267. |
Which among the following solids is NOT soft? (A) Sodium(B) Potassium(C) Copper(D) Phosphorus |
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Answer» Correct answer is: (C) Copper |
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| 268. |
Under what conditions does a substance exist in solid state? |
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Answer» i. Matter can exist in three states namely, solid, liquid and gas. Under a given set of conditions of temperature and pressure, the most stable state of a substance depends upon the net effect of two opposing forces: intermolecular forces and thermal energy. ii. Intermolecular forces tend to keep the constituent particles (atoms, ions or molecules) closer, whereas thermal energy tends to keep them apart by making them move faster. iii. The competition between molecular interaction energy due to intermolecular forces and thermal energy determines whether a given substance under a given set of condition is a gas, a liquid or a solid. iv. At sufficiently low temperature, the thermal energy is low and molecular forces are very strong. As a result, the intermolecular forces keep the constituents so close that they cling to one another and occupy fixed positions and the substance exists in solid state. |
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| 269. |
The physical state of matter is the result of interplay of intermolecular forces such as ......(A) dipole-dipole interactions(B) London forces(C) hydrogen bonding(D) all of these |
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Answer» Correct answer is: (D) all of these |
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| 270. |
What are metallic crystals? |
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Answer» These are crystalline solids formed by atoms of the same metallic element held together by metallic bonds. |
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| 271. |
What are intermolecular forces of attraction involved in molecular crystals? |
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Answer» The intermolecular forces involved in molecular crystals are as follows : (1) Weak dipole-dipole interactions : The solids constituting polar molecules like HCl, H2O, SO2, etc. which possess permanent dipole moment involve weak dipole-dipole interactions. (2) Very weak dispersion or London forces : The solids consisting of nonpolar molecules like CH4,H2, etc. involve weak dispersion forces. They are also involved in monoatomic solids like Ar, Ne. (3) Intermolecular Hydrogen bonds :
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| 272. |
Define a solid. |
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Answer» A solid is defined as that form of matter which possesses rigidity and hence possesses a definite shape and a definite volume. Solid is one of the three main states of matter, along with liquid and gas. The matter is the "stuff" of the universe, the atoms, molecules, and ions that make up all physical substances. In a solid, these particles are packed closely together and are not free to move about within the substance. I hope my answer is correct |
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| 273. |
What are the characteristics of metallic crystals? |
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Answer» 1. Metallic crystals are solids formed by atoms of the same metallic element held together by metallic bonds. 2. Metallic crystals have high melting point and boiling point. 3. Metals are malleable and can be hammered into thin sheets. 4. Metals are ductile and can be drawn into thin wires. 5. Metals are good conductors of heat and electricity. 6. Examples are Cu, Ag, Au, Ni, etc. |
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| 274. |
What are the characteristics of molecular crystals? |
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Answer» The characteristics of molecular crystals are as follows : 1. The constituent particles of these solids are molecules (or unbonded single atoms) of the same substance. 2. The atoms within the molecules are bonded by covalent bonds. 3. The molecules are held together by intermolecular forces of attraction. |
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| 275. |
What are the Characteristics of Solid State? |
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Answer» Characteristics of Solid State :
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| 276. |
Differentiate between Crystalline solid and Amorphous solid. |
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| 277. |
Give characteristics of solid state. |
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Answer» The solid state is characterized by the following properties: i. Solids have definite mass, volume, shape and density. Usually, the density of solid state is greater than the density of liquid and gaseous state. Water and mercury are exceptions. The density of ice (solid state of water) is lower than the density of liquid state of water. The density of mercury (which exists in liquid state) is very high (13.6 g mL-1 ). ii. Solids are usually hard, incompressible and rigid. Some solids like sodium, potassium and phosphorous are exceptions; they are soft. Solids cannot be compressed because the intermolecular distance of separation between neighbouring molecules is very small. iii. In a solid state, intermolecular forces of attraction between the constituent particles are stronger than those present in liquid and gaseous states. iv. All pure solids have characteristic melting points which depend on the extent of intermolecular forces present in the solid state. Stronger the intermolecular forces of attraction, higher is the melting point of the solid. Weaker the intermolecular forces of attraction, the lower is its melting point. Hence, depending on the intermolecular forces of attraction, melting points of the different solids range from almost absolute zero (helium) to a few thousand Kelvin (diamond). v. The intermolecular forces of attraction hold the constituent particles of the solids tightly. Hence the particles cannot change their positions and remain stationary at one position. Therefore, solids cannot flow like liquids.
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| 278. |
Identify the arrangements A and B as crystalline or amorphous. |
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Answer» Arrangement in image A indicates the substance is crystalline. Arrangement in image B indicates the substance is amorphous. |
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| 279. |
Copper crystallises in face-centred cubic lattice and has a density of 8.930 g mol-3 at 293 K. Calculate the edge length of unit cell. [At. mass of Cu = 63.5 a.m.u, Avogadro's constant NA = 6.02 x 1023]. |
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Answer» Density = Mass of unit cell/Volume of unit cell 8.93 = (4 x 63.5)/(a3 x 6.02 x 1023). a3 = 47.24 x 10-24 a = 3.6 x 10-8 cm. = 360 pm. |
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| 280. |
A compound forms hcp structure. Number of octahedral and tetrahedral voids in 0.5 mole of substance is respectively(a) 3.011 × 1023, 6.022 × 1023(b) 6.022 × 1023, 3.011 × 1023(c) 4.011 × 1023, 2.011 × 1023(d) 6.011 × 1023, 12.022 × 1023 |
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Answer» Correct answer is (a) 3.011 × 1023, 6.022 × 1023 |
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| 281. |
Classify the following solids. 1. P42. Brass 3. Diamond 4. NaCI 5. iodine |
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Answer» 1. P4 – Molecular solid 2. Brass – Metallic solid 3. Diamond – 4. NaCl – Ionic solid 5. Iodine – Molecular solid |
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| 282. |
What are the characteristics of covalent network crystals? |
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Answer» The characteristics of covalent network crystals are as follows :
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| 283. |
Which of the following is NOT a characteristic of a covalent compound?(a) Low melting point(b) No definite geometry(c) Insoluble in polar solvent(d) Small difference in electro negativity between the combining atoms |
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Answer» The correct option is (b) No definite geometry. No definite geometry is not a characteristic of a covalent compound. The covalent compound has definite geometry because of the bond forms. |
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| 284. |
The number of tetrahedral voids present on each body diagonal in CCP unit cell is:(a) 1(b) 2(c) 3(d) 4 |
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Answer» The correct option is (b) 2. In ccp, number of atoms present per unit cell = 4 Since in cubic closed packing, the number of tetrahedral voids is equal to twice the number of atoms present per unit cell, hence Number of tetrahedral voids = 2 × 4 = 8 These ∗ voids are uniformly distributed over each of the 4 body diagonals. Therefore, Number of tetrahedral voids present on each body diagonal in CCP unit cell = 8/4 = 2 |
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| 285. |
Why glass is called supper cooled liquid? |
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Answer» It has a tendency to flow like liquid. |
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| 286. |
What are the number of tetrahedral voids generated if the number of close packed sphere be N in a crystal? |
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Answer» 2N of tetrahedral voids generated if the number of close packed sphere be N in a crystal. |
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| 287. |
A solid AB has rock salt structure. If the edge length is 520 pm and radius of A+ is 80 pm, the radius of anion B– would be..........(A) 440 pm(B) 220 pm(C) 360 pm(D) 180 pm |
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Answer» Correct answer is: (D) 180 pm 2r+ + 2r– = 520 \(\therefore\) \(r^++r^-=\cfrac{520}{2}\)=r-=260 – 80 = 180 pm. |
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| 288. |
A certain metal crystallises in a simple cubic structure. At a certain temperature, it arranges to give a body centered structure. In this transition, the density of the metal..........(A) decreases(B) increases(C) remains unchanged(D) changes without a definite pattern |
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Answer» Correct answer is: (B) increases |
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| 289. |
The mass of a unit cell of CsCl corresponds to ........(A) 8Cs+ and 1Cl–(B) 1Cs+ and 6Cl–(C) 1Cs+ and 1Cl–(D) 4Cs+ and 4Cl– |
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Answer» Correct answer is: (C) 1Cs+ and 1Cl– |
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| 290. |
Hexagonal close packed arrangement of ions is described as..............(A) ABCABA....(B) ABCABC....(C) ABABA....(D) ABBAB.... |
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Answer» Correct answer is: (C) ABABA.... |
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| 291. |
What is rank? Find rank of face centered cubic unit cell. |
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Answer» Rank is the number of atoms per unit cell of a crystal. In f c c Contribution of atoms present at the corners = 8 x 1/8 -1 Contribution of atoms present at faces = 6 x 1/2-3 ∴ Rank = 1 + 3 = 4. |
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| 292. |
What are the co‐ordination numbers of octahedral voids and tetrahedral voids? |
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Answer» 6 and 4 respectively |
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| 293. |
What is the coordination number of atoms? (a) in fcc structure (b) in bcc structure |
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Answer» (a) in fcc structure : 12 (b) in bcc structure : 8 |
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| 294. |
What is doping? How does n-type and p-type semiconductors formed? |
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Answer» The process of introducing atoms of other elements as impurity into an insulator to make it semiconductor is called doping. Doping of silicon or germanium with electron rich impurities like P, As, Sb results in formation of n-type semiconductors whereas ptype semiconductors are formed by adding elements of group 13 like B, Al,Ga. |
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| 295. |
Which is NOT a property of solids?(A) Solids are always crystalline in nature.(B) Solids have high density and low compressibility.(C) The diffusion of solids is very slow.(D) Solids have definite volume |
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Answer» Correct answer: (A) Solids are always crystalline in nature. |
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| 296. |
How many lattice points are there in one cell of (a) fcc (b) bcc (c) simple cubic |
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Answer» (a) 14 (b) 9 (8) 8 |
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| 297. |
In an ionic crystalline solid atoms of element Y form hcp lattice. The atoms of element X occupy one third of tetrahedral voids. What is the formula of the compound? |
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Answer» In the given hcp lattice, Y atoms are present at 12 corners and 2 face centres. \(\therefore\) Number of Y atoms \(= \frac{1}{2} \times 12 + 2 \times \frac{1}{2} = 3\) There are 6 tetrahedral voids, the number of X atoms \(=\frac{1}{3} \times 6 = 2\) \(\therefore\) Formula of the compound is X2Y3. |
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| 298. |
What is doping ? |
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Answer» The conductivity of semiconductor is too low, which can be increased by adding an appropriate amount of suitable impurity. This process is called doping. Doping can be done with an impurity which is electron rich or electron deficient as compared to the intrinsic semiconductor silicon or germanium. Such impurities introduce electronic defects in them. Electronic defects correspond to defects in ionic crystals due to the electrons. |
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| 299. |
When a piece of pure silicon is doped with aluminium, thenA. The conductivity of the doped silicon piece will remain the sameB. The doped silicon piece will become n-typeC. The doped silicon piece will become p-typeD. The resistivity of the doped silicon piece will increase |
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Answer» The correct option is C) the doped silicon piece will become p-type. p type of semiconductor is obtained when Silicon is doped with a trivalent impurity like Aluminium. Aluminium is a p-type dopant, which means that when a semiconductor i.e. silicon is doped with aluminium, it creates a hole (positively charged carrier) by accepting an electron from the silicon atom. Electrical conductivity of semiconductors increases and resistivity remains the same. |
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| 300. |
Will the resulting material contain the same number of total number of electrons as the original pure silicon ? |
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Answer» Total number of electrons in doped silicon will be more than in original silicon. |
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