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Chemistry is important because everything you do is chemistry! Even your body is made of chemicals. Chemical reactions occur when you breathe, eat, or just sit there reading. All matter is made of chemicals, so the importance of chemistry is that it's the study of everything..
Q1.Silicon dopped with group 13 and group 15 member elements is, respectively, called……semiconductor :
Solution
(a) p-type (factual statement)
(a) p-type (factual statement)
Q2.A solid has a structure in which W atoms are located at the corners of a cubic lattice, Oatoms at the center of edges, and Na atom at the center of the cube. The formula of the compound is :
Solution
(b) W atoms/unit cell =8×1/8=1 O atoms/unit cell =12×1/4=3 Na atoms/unit cell =1 Hence, formula is NaWO3
(b) W atoms/unit cell =8×1/8=1 O atoms/unit cell =12×1/4=3 Na atoms/unit cell =1 Hence, formula is NaWO3
Q3. In which of the following crystals alternate tetrahedral voids are occupied?
Solution
(b) In ZnS structure, sulphide ions occupy all (fcc) lattice points while Zn2+ ions are present in alternate tetrahedral sites. Therefore, there is one Zn2+ ion for every S2- ion
(b) In ZnS structure, sulphide ions occupy all (fcc) lattice points while Zn2+ ions are present in alternate tetrahedral sites. Therefore, there is one Zn2+ ion for every S2- ion
Q4. Two ionic solids AB and CB crystallize in the same lattice. If rA/rB⊝ and rC/rB⊝ are 0.50 and 0.70, respectively, then the ratio of edge length of AB and CD is
Solution
(c) rA⨁/rB⊝=0.50 and rC⨁/rB⊝=0.70 (rA+rB) / rB⊝=1+0.5=1.5 Similarly, rC+rB⊝/rB⊝=1.70 ∴rA+rB⊝/rC+rB⊝=1.5/1.7=0.88 Also, aAB=2rA+rB⊝andaCB=2rC+rB⊝ ∴aABaCB=1.51.7=0.88
(c) rA⨁/rB⊝=0.50 and rC⨁/rB⊝=0.70 (rA+rB) / rB⊝=1+0.5=1.5 Similarly, rC+rB⊝/rB⊝=1.70 ∴rA+rB⊝/rC+rB⊝=1.5/1.7=0.88 Also, aAB=2rA+rB⊝andaCB=2rC+rB⊝ ∴aABaCB=1.51.7=0.88
Q5.In an fcc unit cell, atoms are numbered as shown below. The atoms not touching each other are (Atom numbered 3 is face center of front face)
Solution
(c) In fcc structure, corner atoms do not touch each other (atoms 1 and 2), but every face center atom touches corners. Moreover, every face center atom touched every other face center atom provided it is not the opposite face center atom in an fcc unit cell Atoms 3 and 4 are touching each other where center-to-center distance =a/root(2) Atoms 1 and 2 are not touching each other Atoms 2 and 4 are touching each other where center-to-center distance =a/root(2)
(c) In fcc structure, corner atoms do not touch each other (atoms 1 and 2), but every face center atom touches corners. Moreover, every face center atom touched every other face center atom provided it is not the opposite face center atom in an fcc unit cell Atoms 3 and 4 are touching each other where center-to-center distance =a/root(2) Atoms 1 and 2 are not touching each other Atoms 2 and 4 are touching each other where center-to-center distance =a/root(2)
Q6. What is the density of Na2O having antifluorite-type crystal structure, if the edge length of cube is 100 pm and what is the effect on density by 0.05% Frenkel defect?
Solution
(d) Density =Zeff*Mw/NA*a3 (For antifluorite, Zeff=4/unit cell) =4×23×2+166×1023100 pm×10-10cm3 1 pm=10-12m =10-10 cm =414.16 g cm-3 Note: Frenkel defect does not change the density of the crystal
(d) Density =Zeff*Mw/NA*a3 (For antifluorite, Zeff=4/unit cell) =4×23×2+166×1023100 pm×10-10cm3 1 pm=10-12m =10-10 cm =414.16 g cm-3 Note: Frenkel defect does not change the density of the crystal
Q7.An fcc lattice has a lattice parameter a= 400 pm. Calculate the molar volume of the lattice including all the empty space
Solution
(d) Number of atoms =NA Number of unit cells =NA4 [∵4 atoms in each unit cell] Volume of 1 mol lattice = NA/4 Volume of unit cell =6.023×10^23/4 * (400×10^-12)^3 =9.64 mL
(d) Number of atoms =NA Number of unit cells =NA4 [∵4 atoms in each unit cell] Volume of 1 mol lattice = NA/4 Volume of unit cell =6.023×10^23/4 * (400×10^-12)^3 =9.64 mL
Q8.Which of the following metal oxides is anti-ferromagnetic in nature?
Solution
(a) Factual statement
(a) Factual statement
Q9.In the cubic lattice given below, the three distances between the atoms A-B, A-C, and A-Gare, respectively,
Solution
(a) Edge length= AB=AD=BC=CD=a AC=root(AB^2+BC^2)=root(a^2+a^2)=root(2)a AG=root(AC^2+CG^2)=root(2a^2+a^2)=root(3)a
(a) Edge length= AB=AD=BC=CD=a AC=root(AB^2+BC^2)=root(a^2+a^2)=root(2)a AG=root(AC^2+CG^2)=root(2a^2+a^2)=root(3)a
Q10.Which of the following figures represents the cross-section of an OV?
Solution
(a)
(a)