Questionnaire Flashcards

1
Q

What is the mass of a protium ( hydrogen without a neutron) isotope.

A

Solution:

Mass of protium = mass of proton+mass of electron

Mass = 1.67x10–²⁷ + 9.11x10-³¹
Mass = 1.67*10-²⁷ kg

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2
Q

What is 77°F in Kelvin units?

A

Solution:

(77°F - 32) x 5/9 + 273.15 = 298.15 K

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3
Q

What is the value of the universal gas constant in cal/mol-K?

A

Solution:

R= 8.3145 J/mol·K x (1 cal/4.184 J)
R= 1.987 cal/mol·K

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4
Q

What is the temperature of one mol of van der Waals gas at 49.6 atm at 0.536 L?

P= (nRT)/(V-nb) - n²a/v²

a= 3.61 L²·atm·mol²
b=0.0428L/mol
R=0.0821 L·atm/mol·K

A

Solution:

49.6 atm=[(1mol x 0.0821 L·atm/mol·K)/(0.536 L - (1 mol x 0.0428 L/mol)) ] - [(1 mol)² x 3.61 L²·atm·mol²)/0.536 L²]

49.6 atm=0.16646 atm/K - 12.56544 atm
49.6 atm - 12.56544 atm= 0.16646 atm/K

T= 373.45 K

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5
Q

A liquid has a density of 59.1 lb/ft³. What is its density in SI units?

A

Solution:

59.1 lb/ft³ x 0.45359 kg/lb x 1000 g/kg x 1 ft³/(0.3048 m)³

= 946.7 kg/m³

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6
Q

Nitrogen-15 (15.000108 amu) and Nitrogen-14 (14.003074 amu) comprises the majority of all the naturally-occurring isotopes. What is the fractional relative abundance of N-14? Let X be the relative abundance of N-14 and M be the atomic masses of the isotopes.

A

Solution:

M(N-14)X + M(N-15)(1-X) = 14.01

14.003074X + 15.000108(1-X) = 14.01

14.003074X - 15.000108X + 15.000108 - 14.01 = 0

-0.997X + 0.990 = 0
-0.997X = -0.990

X=0.993%

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7
Q

Calculate the mass of NaCl using the equations below obtained from a certain gravimetric analysis.

M(KCl) + M(NaCl) = 2.3 g
0.61M(KCl) + 0.48M(NaCl) = 1.27 g

A

Solution:

=> from eq.1,
M(KCl) = 2.3 - M(NaCl)

=> from eq.2,
0.61 (2.3 - M(NaCl)) + 0.48M(NaCl) = 1.27 g

1.403 g - 0.61M(NaCl) + 0.48M(NaCl)= 1.27 g

1.403 g - 1.27 g = 0.13M(NaCl))

M(NaCl) = 1.023 g

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8
Q

Calculate the pH of a 0.20 M solution of HF (Ka = 3.4 x 10–⁴).

A

Solution:

Ka = [H+]²/0.20- [H+]

3.4 x 10–⁴= x²/0.20 - x

3.4 x 10–⁴ (0.20 - x) = x²

6.85 x 10–⁵ - 3.4 x 10–⁴x= x²

x² + 3.4 x 10–⁴x - 6.85 x 10–⁵ = 0

X = 0.008

pH = -log(X)

pH = 2.09

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9
Q

What is the resulting expression if —log is applied to both sides of the equation?

Ka= [H+][A–]/ [HA]

A

Solution:
-logKa = -log( [H+][A–]/ [HA] )

pKa = pH - log([A–]/ [HA])

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10
Q

A beaker holds a 153 (±2) mL of liquid, then a 62 (±1) mL potion was removed. What is the uncertainty of the remaining liquid volume?

A

Solution:

E² = 2² + 1²

E= 2.23

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11
Q

What is the pH of a solution that contains 0.0053 ± 0.0004 M hydronium ion?

A

Solution:

pH = -log(0.0053) ±1/ln10 x 0.0004/0.0053

pH = 2.28 ± 0.03

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12
Q

What is the second derivative of the given function?

f(x) = sin x + cos x

A

Solution:

1st derivative: cos x - sin x
2nd derivative: -sin x - cos x

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13
Q

What is the result of the differential of the equation, H= U + PV is taken?

A

Solution:

H = U + PV
dH = dU + PdV + VdP

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14
Q

What is the (dV/dT)p of the modified van der Waals equation?

_
V = RT/P - a/RT + b

A

Solution:

(dV/dT)p = d/dT (RT/P) - d/dT (a/RT) + d/dT (b)

(dV/dT)p = R/P + a/T²

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15
Q

The work associated with isothermal reversible expansion or compression of gas is given by the equation below. Calculate the work associated if 52 mol gas is compressed from 30 to 10 L at 260 K.

A

Solution:
v2
W = -∫ nRT/V dV
** v1**

W = -nRT ∫1/v dV

W = -nRT (ln v)|¹⁰
³⁰
W = - 52 mol · 8.314 J/ mol·K ·260K (ln30 - ln10)

W = 123,489 J

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16
Q

What are examples of physical change?

A

-melting
-change of size/shape
-volume
-density
-crystal form

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17
Q

What are examples of chemical change?

A
  • change in color
  • change in temperature
  • change in odor
  • burning
  • digestion
  • decomposition
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18
Q

what is the % abundance of Cl-35 and Cl-37 if the average atomic mass of chlorine is 35.45 amu?

A

Solution:

Let x = % abundance of Cl-35
Let 1-x = % abundance of Cl-37

35.45 = 35(x) + 37(1-x)

35.45 = 35x - 37x + 37

35.45 - 37 = 35x -37x

-1.55 = -2x

x = 0.775 or 77.5%
1-x = 0.225 or 22.5%

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19
Q

Who postulated the energy emission of an electron when it drops from higher to lower energy level?

A

Neils Bohr

The Bohr model postulates that electrons orbit the nucleus at fixed energy levels. Orbits further from the nucleus exist at higher energy levels. When electrons return to a lower energy level, they emit energy in the form of light.

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20
Q

Electrons are ejected when a certain metal is irradiated with radiation with a frequency of 5.5x10¹⁴/s. If the work function of the metal is 2.9x10–¹⁹ J, what is the kinetic energy of each ejected electrons?

A

Solution:

Planck’s constant = 6.626 x 10–³⁴ J·s

KE= (5.5 x 10¹⁴/s) · (6.626 x 10–³⁴ J·s) - (2.9 x 10–¹⁹ J)

KE = 7.443 x 10–²⁰ J

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21
Q

He postulated that all matter is made up of small indestructible units called atoms.

A

Democritus

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22
Q

He proposed the Atomic Theory which states;

  1. Each element is made up of atoms.
  2. Atoms of a given element are identical.
  3. Compounds are formed when atoms combine with each other.
  4. Chemical reactions involve reorganization of the atoms.
A

John Dalton

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23
Q

He created the periodic table and discovered that the properties of elements were periodic functions of their atomic weights.

A

Dmitri Mendeleev

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24
Q

He proposed the Theory of Electromagnetism and made the connection between light and electromagnetic waves.

A

James Clark Maxwell

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25
He proposed that electricity was made of discrete negative particles he called *electrons*.
**George Stoney**
26
He made experiments with *cathode ray tubes* demonstrating that cathode rays have a negative charge.
**Sir William Crooke**
27
He used *cathode ray tubes* to study canal rays which had electrical and magnetic properties opposite of an electron.
**Eugene Goldstein**
28
He discovered that certain chemicals glowed when exposed to cathode rays. He named these **X-rays**.
**Wilhelm Roentgen**
29
He discovered **radiation** by studying the effects of X-rays on photographic film.
**Henri Becquerel**
30
He used cathode ray tubes to determine the *charge-to-mass ratio* of an electron.
**Sir Joseph John Thomson**
31
He discovered*alpha*, *beta*, and *gamma* rays in radiation.
**Ernest Rutherford**
32
They theorized that radioactive particles cause atoms to break down releasing radiation that takes the form of energy and subatomic particles. They discovered the radioactive elements, *polonium* and *radium*.
**Marie and Pierre Curie**
33
He proposed the idea of *quantization* to explain how a hot, glowing object emitted light.
**Max Planck**
34
He discovered that there appeared to be more than one element at each position on the periodic table.
**Frederick Soddy**
35
She coined the term *isotope*.
**Margaret Todd**
36
He found that noble gases have stable electron configurations.
**Richard Abegg**
37
He created the *Theory of Relativity* and hypothesized about the particle nature of light.
**Albert Einstein**
38
He invented a device that could detect *alpha particles*.
**Hans Geiger**
39
He determined the charge of an electron through his *oil drop experiment*.
**Robert Millikan**
40
He performed the *alpha particle experiment* and established that the nucleus was very dense, very small and positively charged.
**Ernest Rutherford**
41
He discovered that the number of protons in an element determines its atomic number.
**Henry Moseley**
42
He developed the *Bohr atomic model*, with electrons traveling in orbits around the nucleus.
**Neils Bohr**
43
He proposed that electrons have a wave-particle duality.
**Louis de Broglie**
44
He developed the *Schrödinger equation* which describes how the quantum state of a system changes with time.
**Erwin Schrödinger**
45
Any of two or more species of atoms or nuclei that have the *same number of neutrons*.
**Isotone**
46
Atoms of different elements with *different atomic numbers* but have the *same mass number*.
**Isobar**
47
The energy required to separate a nucleus into neutrons and protons.
**Nuclear binding energy**
48
Nuclear binding energy
**E = ∆mc²**
49
_________ determines if the nucleus will undergo *radioactive decay*.
**Nuclear stability**
50
Guidelines in determining the stability of a nuclide.
1. **Unstable if**, it has **>84 protons**. 2. **Unstable if**, the neutron-to-proton ratio lies outside the stability belt. 3. **Stable** if there are **even** number of **nucleons**, **protons** are of higher priority. 4. Nuclides that have **magic numbers ( 2, 8, 20, 50, 82, 126)** are **more stable**.
51
Types of Radioactive Decay
-Alpha Decay -Beta Decay -Gamma Emission -Positron Emission -Electron Capture
52
If Z > 38, the type of decay is
**Alpha Decay**
53
If Z = 1-20, and n/p ≥ 1, the type of decay is
**Beta decay**
54
If Z=1-20, and n/p ≤1, the type of decay is
**Positron/ Electron Capture**
55
In Beta decay, if Z= 21-40, n/p is______.
**≥1.25**
56
In Beta decay, if n/p ≥1.5, Z=_____.
**41-82**
57
In Positron/Electron Capture, if n/p≤1.25, then Z=_____.
**21-40**
58
In Positron/ Electron Capture, if Z=41-82, then n/p ____.
**≤1.5**
59
**Radioactive decay** is a __________which can be useful in determining the remaining amounts of a certain nuclide on a sample.
**first-order reaction**
60
First-order reaction
**lnN/No = -kN**
61
Half-life Equation
**ln2 = kt** **¹/²**
62
Formula for Activity (a)
**A= kN**
63
At which wavelength do gamma rays exist?
**10–¹² m to 10–¹¹ m** **1 pm to 10 pm**
64
At which wavelength range can you find X-rays?
**10–¹¹ to 10–⁸ m** **10 pm to 10 nm**
65
At which wavelength can you find NIR waves?
**10–⁶ to 10–⁵ m** **1 μm to 10μm**
66
Where does visible light fall on the electromagnetic spectrum?
**400-800 nm**
67
Light or ___________ has ___________ electric and magnetic fields in planes perpendicular to each other to the direction of propagation.
**-electromagnetic radiation** **-oscillating**
68
Relationship of *wavelength* and *frequency*
**Inverse relationship** **λν=c**
69
Light as a wave phenomenon
**E=hc/λ**
70
Light as a stream of photons
**E=hv**
71
The phenomenon in which electrons are emitted from the surface of a metal when light strikes it.
**Photoelectric Effect**
72
Energy of the incident light
**Einc=φ+KE = hvo + 1/2mv²**
73
The *atomic spectrum* of hydrogen was a result of the___________.
**excitation of the atoms and subsequent relaxation, releasing energy by emitting light of various wavelengths.**
74
Rydberg Equation
**1/λ = Rh (1/n²1 - 1/n²2)**
75
Rydberg only works with atoms with______.
**1e-**
76
Lyman series moves from n=5,4,3,2 to
**n=1**
77
Balmer series moves from n= 5,4,3 to
**n=2**
78
Paschen series moves from
**n=5,4 to n=3**
79
Bracket series moves from
**n=5 to n=4**
80
Pfund series moves from
Higher energy level to n=5
81
Bohr derived the equation to compute the energy levels available to the electron in the hydrogen atom.
**E=-2.178x10–¹⁸/ n² J = –13.6/n² eV**
82
Quantum mechanics was developed by _________ to account for the wave-particle duality of the electron.
**De Broglie, Heisenberg, and Schrödinger**
83
De Broglie Equation
**λ= h/mv**
84
-Main energy levels or shells -distance of electrons from nucleus
**Principal Quantum Number (n)**
85
- energy subshells - shapes of the orbitals
**Azimuthal Magnetic Number (ι)**
86
- number of orbitals in subshells - possible orientation of orbitals in space
**mι**
87
- movement of the electron around its own axis - can be clockwise or counterclockwise
**Spin Quantum Number (ms)**
88
Allowed values for *principal (n)*
**n=1,2,3**
89
Allowed values for *azimuthal (ι)*
**ι=0 to n-1**
90
Allowed values for *magnetic quantum number*
**mι = -ι to ι**
91
Allowed values for *spin quantum number*
**ms = -1/2,1/2**
92
Maximum number of orbitals in a subshell
**2ι + 1**
93
Maximum number of orbitals in a shell
94
Maximum number of electrons in a subshell
**2(2ι + 1)**
95
Μaximum number of electrons in a shell
**2n²**
96
angular nodes
L
97
Radial nodes
n-1-L
98
**Aufbau Principle**
Orbitals are filled with electrons in increasing energy
99
**Madelung rule or Klechkowsky's Rule**
Orbitals with lower *n+1* value are filled first
100
**Hund's Rule of Maximum Multiplicity**
The most stable arrangement of electrons in subshells is the one with the most number of parallel spins. **Before the double occupation of any orbital, every orbital in the sub level is singly occupied.**
101
**Pauli's Exclusion Principle**
An orbital must contain a maximum of two electrons with opposite spins; hence no two electrons can have the same set of four quantum numbers.
102
The lowest energy arrangement of electrons in the orbitals of the atom.
**ground state electron configuration**
103
Comprises of allowed arrangements other than the ground state.
**Excited State**
104
Exceptions to the Aufbau Principle
**Transition metals, lanthanides and actinides** Ex: **Cr, Mo, Gd, Cm, Cu, Pd, Ag, Au**
105
As the atomic number Z increases, the electrons are___________. However, the changes are irregular because of ______ of outer electrons by inner electrons.
**-drawn toward the nucleus and the orbital energies become more negative.** **-shielding**
106
The measure of nuclear attraction for an electron.
**Effective nuclear charge, Zeff** **Zeff = Z-S**