Chlorine Atomic Mass



The elements of the periodic table sorted by atomic mass

  1. Chlorine Atomic Mass And Atomic Number
  2. Chlorine Periodic Table
  3. Chlorine Atomic Mass And Number

.chlorine has two naturally occurring isotopes. The mass of chlorine-35 is 34.696 amu and the mass of chlorine-37 is 36.966 amu. Using the average mass from the periodic table (average atomic mass of chlorine is 35.453), find the abundance of each isotope. (remember that the sum of the two abundances must be 100). In other words, in every 100 chlorine atoms, 75 atoms have a mass number of 35, and 25 atoms have a mass number of 37. To calculate the relative atomic mass, A r, of chlorine. The atomic mass of chlorine is 35.5. It has two isotopes of atomic mass 35 and 37. What is the percentage of a heavier isotope in the sample? If the percentage of heavy Chlorine atoms is a then the percentage of lighter ones is 100-a. The average atomic mass of chlorine atom can be calculated by using weighted averages. 75.8% of chlorine has the atomic mass of 35 g/mole and 24.2% has an atomic mass of 37 g/mole. The average atomic mass of the given sample of chlorine is 35.46 u.

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Chlorine Atomic Mass And Atomic Number

This list contains the 118 elements of chemistry.

The chemical elements of
the periodic chart sorted by:

Atomic Mass

Name chemical elementSymbolAtomic number
- Name alphabetically1.0079HydrogenH1
- Atomic number4.0026HeliumHe2
- Symbol6.941LithiumLi3
- Atomic Mass9.0122BerylliumBe4
- Electronegativity10.811BoronB5
- Density12.0107CarbonC6
- Melting point14.0067NitrogenN7
- Boiling point15.9994OxygenO8
- Vanderwaals radius18.9984FluorineF9
- Year of discovery20.1797NeonNe10
- Inventor surname22.9897SodiumNa11
- Elements in earthcrust24.305MagnesiumMg12
- Elements in human body26.9815AluminumAl13
- Covalenz radius28.0855SiliconSi14
- Ionization energy30.9738PhosphorusP15

For chemistry students and teachers: The tabular chart on the right is arranged by Atomic mass (weight).

The lightest chemical element is Hydrogen and the heaviest is Hassium.

The unity for atomic mass is gram per mol.

Please note that the elements do not show their natural relation towards each other as in the Periodic system. There you can find the metals, semi-conductor(s), non-metal(s), inert noble gas(ses), Halogens, Lanthanoides, Actinoids (rare earth elements) and transition metals.

32.065SulfurS16
35.453ChlorineCl17
39.0983PotassiumK19
39.948ArgonAr18
40.078CalciumCa20
44.9559ScandiumSc21
47.867TitaniumTi22
50.9415VanadiumV23
51.9961ChromiumCr24
54.938ManganeseMn25
55.845IronFe26
58.6934NickelNi28
58.9332CobaltCo27
63.546CopperCu29
65.39ZincZn30
69.723GalliumGa31
72.64GermaniumGe32
74.9216ArsenicAs33
78.96SeleniumSe34
79.904BromineBr35
83.8KryptonKr36
85.4678RubidiumRb37
87.62StrontiumSr38
88.9059YttriumY39
91.224ZirconiumZr40
92.9064NiobiumNb41
95.94MolybdenumMo42
98TechnetiumTc43
101.07RutheniumRu44
102.9055RhodiumRh45
106.42PalladiumPd46
107.8682SilverAg47
112.411CadmiumCd48
114.818IndiumIn49
118.71TinSn50
121.76AntimonySb51
126.9045IodineI53
127.6TelluriumTe52
131.293XenonXe54
132.9055CesiumCs55
137.327BariumBa56
138.9055LanthanumLa57
140.116CeriumCe58
140.9077PraseodymiumPr59
144.24NeodymiumNd60
145PromethiumPm61
150.36SamariumSm62
151.964EuropiumEu63
157.25GadoliniumGd64
158.9253TerbiumTb65
162.5DysprosiumDy66
164.9303HolmiumHo67
167.259ErbiumEr68
168.9342ThuliumTm69
173.04YtterbiumYb70
174.967LutetiumLu71
178.49HafniumHf72
180.9479TantalumTa73
183.84TungstenW74
186.207RheniumRe75
190.23OsmiumOs76
192.217IridiumIr77
195.078PlatinumPt78
196.9665GoldAu79
200.59MercuryHg80
204.3833ThalliumTl81
207.2LeadPb82
208.9804BismuthBi83
209PoloniumPo84
210AstatineAt85
222RadonRn86
223FranciumFr87
226RadiumRa88
227ActiniumAc89
231.0359ProtactiniumPa91
232.0381ThoriumTh90
237NeptuniumNp93
238.0289UraniumU92
243AmericiumAm95
244PlutoniumPu94
247CuriumCm96
247BerkeliumBk97
251CaliforniumCf98
252EinsteiniumEs99
257FermiumFm100
258MendeleviumMd101
259NobeliumNo102
261RutherfordiumRf104
262LawrenciumLr103
262DubniumDb105
264BohriumBh107
266SeaborgiumSg106
268MeitneriumMt109
272RoentgeniumRg111
277HassiumHs108
DarmstadtiumDs110
CoperniciumCn112
NihoniumNh113
FleroviumFl114
MoscoviumMc115
LivermoriumLv116
TennessineTs117
OganessonOg118

Click here: for a schematic overview of the periodic table of elements in chart form

Do you need to know the weight of some molecules? Try our Molecular Weight Calculator!

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Imagine that you have a pile of rocks to move, and need to decide what equipment to rent so that you can move them. If the rocks are fairly small, you can get a shovel to pick them up. Larger rocks could be moved by hand, but big boulders will need some sort of mechanical scoop. The amount of each kind of rock will also determine how much time you will need to get the job done. Knowing the relative amounts of large, medium, and small rocks can be very useful in deciding how to approach the job.

Percent Natural Abundance

Most elements occur naturally as a mixture of two or more isotopes. The table below shows the naturally occuring isotopes of several elements, along with the percent natural abundance of each.

Chlorine atomic mass and atomic number
ElementIsotope (Symbol)Percent Natural AbundanceAtomic Mass (left( text{amu} right))Average Atomic Mass (left( text{amu} right))
Table (PageIndex{1}): Atomic Masses and Percents of Abundance of Some Natural Isotopes
Hydrogen(ce{_1^1H})99.9851.00781.0079
(ce{_1^2H})0.0152.0141
(ce{_1^3H})negligible3.0160
Carbon(ce{_6^{12}C})98.8912.00012.011
(ce{_6^{13}C})1.1113.003
(ce{_6^{14}C})trace14.003
Oxygen(ce{_8^{16}O})99.75915.99515.999
(ce{_8^{17}O})0.03716.995
(ce{_8^{18}O})0.20417.999
Chlorine(ce{_{17}^{35}Cl})75.7734.96935.453
(ce{_{17}^{37}Cl})24.2336.966
Copper(ce{_{29}^{63}Cu})69.1762.93063.546
(ce{_{29}^{65}Cu})30.8364.928

For some elements, one particular isotope predominates greatly over the other isotopes. Naturally occurring hydrogen is nearly all hydrogen-1 and naturally occurring oxygen is nearly all oxygen-16. For many other elements, however, more than one isotope may exist in more substantial quantities. Chlorine (atomic number 17) is a yellowish-green toxic gas. About three quarters of all chlorine atoms have 18 neutrons, giving those atoms a mass number of 35. About one quarter of all chlorine atoms have 20 neutrons, giving those atoms a mass number of 37. Were you to simply calculate the arithmetic average of the precise atomic masses, you would get 36.

[frac{left( 34.969 + 36.966 right)}{2} = 35.968 : text{amu}]

Clearly the actual average atomic mass from the last column of the table is significantly lower. Why? We need to take into account the percent natural abundance of each isotope in order to calculate what is called the weighted average. The atomic mass of an element is the weighted average of the atomic masses of the naturally occurring isotopes of that element. The sample problem below demonstrates how to calculate the atomic mass of chlorine.

Example (PageIndex{1})

Use the atomic masses of each of the two isotopes of chlorine along with the respective percent natural abundance to calculate the average atomic mass of chlorine.

Solution

Step 1: List the known and unknown quantities and plan the problem.

Known

  • Chlorine-35: atomic mass (= 34.969 : text{amu}) and percent abundance (= 75.77%)
  • Chlorine-37: atomic mass (= 36.966 : text{amu}) and percent abundance (= 24.23%)

Chlorine Periodic Table

Unknown

  • Average atomic mass of chlorine

Change each percent abundance into decimal form by dividing by 100. Multiply this value by the atomic mass of that isotope. Add together for each isotope to get the average atomic mass.

Step 2: Calculate.

[begin{array}{ll} text{chlorine-35} & 0.7577 times 34.969 = 26.50 : text{amu} text{chlorine-37} & 0.2423 times 36.966 = 8.957 : text{amu} text{average atomic mass} & 26.50 + 8.957 = 35.45 : text{amu} end{array}]

Note: Applying significant figure rules results in the (35.45 : text{amu}) result without excessive rounding error. In one step:

[left( 0.7577 times 34.969 right) + left(0.2423 times 36.966 right) = 35.45 : text{amu}]

Step 3: Think about your result.

The calculated average atomic mass is closer to 35 than to 37 because a greater percentage of naturally occurring chlorine atoms have the mass number of 35. It agrees with the value from the table above.

Summary

  • The atomic mass of an element is the weighted average of the atomic masses of the naturally occurring isotopes of that element.
  • Calculations of atomic mass use the percent abundance of each isotope.

Contributors and Attributions

Chlorine Atomic Mass And Number

  • CK-12 Foundation by Sharon Bewick, Richard Parsons, Therese Forsythe, Shonna Robinson, and Jean Dupon.