Solid State

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New answer posted•a year ago
V
a year ago

Since, atom B forms CCP structure. Therefore, there will be 4-B atoms.

Now, atom A occupies 1/3 of tetrahedral voids.

Hence, number of A atoms = 1/3 × 8 = 8/3

The correct formula of the compound = A? /? B?

= A? B?

x + y = 2 + 3 = 5

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New answer posted•a year ago
V
a year ago

n (O? ) = 4/32 = 1/8 mol
n (H? ) = 2/2 = 1 mol
n (Total) = n (O? ) + n (H? ) = 1/8 + 1 = 9/8 mol
PV = nRT
P (Total) × 1 = (9/8) × 0.082 × 273
P (Total) = 25.18 atm

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New answer posted•a year ago
V
a year ago

Λ°m (NaCl) = 126.45Scm² mol? ¹
Λ°m (HCl) = 426.16Scm² mol? ¹
Λ°m (CH? COONa) = 91Scm² mol? ¹
Λ°m (CH? COOH) =Λ°m (CH? COONa) +Λ°m (HCl)−Λ°m (NaCl)
= 91 + 426.16 – 126.45
= 391.72Scm² mol? ¹

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New answer posted•a year ago
New answer posted•a year ago
R
a year ago

Edge length in bcc, a? = 27 Å
Let, Edge length in fcc be a? Å
Now, the same element crystallises in bcc as well as fcc.
For bcc: 4r = √3 a? ⇒ r = (√3 / 4) a?
For fcc: 4r = √2 a? ⇒ r = a? / (2√2)
So, (√3 / 4) a? = a? / (2√2)
(√3 / 4) × 27 = a? / (2√2)
a? = 33.13 Å
The nearest integer is 33.

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New answer posted•a year ago
A
a year ago

First, the number of unit cells in the given mass is determined. In an HCP structure, there are 6 atoms and 18 total voids (6 octahedral + 12 tetrahedral) per unit cell. Multiplying the number of unit cells by 18 gives the total number of voids. The result is14.9 x 10²¹, which is rounded.

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New answer posted•a year ago
R
a year ago

Covalent solids have high melting point due to strong covalent bonds, also they are insulator in both solid as well as in molten state.

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New answer posted•a year ago
R
a year ago

For an acidic buffer solution, pH = pKa + log ( [Base]/ [Acid]).

Given pH = 5.74 and pKa = 4.74.

5.74 = 4.74 + log ( [Base]/1).

1 = log ( [Base]).

[Base] = 10M.

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New answer posted•a year ago
New answer posted•a year ago
A
a year ago

For the dissociation of K? [Fe (CN)? ]? 4K? + [Fe (CN)? ]? , the number of ions produced (n) is 5.

The degree of dissociation (α) is related to the van't Hoff factor (i) by α = (i-1)/ (n-1).

Given α = 0.4: 0.4 = (i - 1) / (5 - 1) => 1.6 = I - 1 => I = 2.6

Using the depression in freezing point formula

...Read more

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