Enter the percentage and masses for the number of isotops selected and the calculator will show complete work for average atomic mass.
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The average atomic mass calculator helps you determine the average atomic mass of an element using the masses of its isotopes and their natural abundances. It quickly calculates the weighted average and provides accurate results.
“Average atomic mass is the weighted average of all naturally occurring isotopes of an element.”
It is sometimes referred to as the atomic weight of an element. Since most elements exist as a mixture of isotopes, their atomic masses on the periodic table are usually decimal values rather than whole numbers.
Because isotopes have different masses but the same atomic number, we calculate a weighted average based on their relative abundance to find the average atomic mass.
Average Atomic Mass = (f₁ × m₁) + (f₂ × m₂) + ... + (fₙ × mₙ)
Where:
Chlorine has two naturally occurring isotopes:
First, convert percentages into decimal form:
75.77% = 0.7577
24.23% = 0.2423
Average Atomic Mass = (0.7577 × 35) + (0.2423 × 37)
= 26.5195 + 8.9651
= 35.48 amu
Therefore, the average atomic mass of chlorine is approximately 35.48 amu, which matches the value listed on the periodic table.
The online average atomic mass calculator performs these steps automatically and ensures accurate weighted calculations.
The following table lists the average atomic masses of the first 30 elements:
| ATOMIC NUMBER | ELEMENT | AVERAGE ATOMIC MASS (amu) |
| 1 | Hydrogen | 1.008 |
| 2 | Helium | 4.0026 |
| 3 | Lithium | 6.94 |
| 4 | Beryllium | 9.0122 |
| 5 | Boron | 10.81 |
| 6 | Carbon | 12.011 |
| 7 | Nitrogen | 14.007 |
| 8 | Oxygen | 15.999 |
| 9 | Fluorine | 18.998 |
| 10 | Neon | 20.180 |
| 11 | Sodium | 22.990 |
| 12 | Magnesium | 24.305 |
| 13 | Aluminium | 26.982 |
| 14 | Silicon | 28.085 |
| 15 | Phosphorus | 30.974 |
| 16 | Sulfur | 32.06 |
| 17 | Chlorine | 35.45 |
| 18 | Argon | 39.948 |
| 19 | Potassium | 39.098 |
| 20 | Calcium | 40.078 |
| 21 | Scandium | 44.956 |
| 22 | Titanium | 47.867 |
| 23 | Vanadium | 50.942 |
| 24 | Chromium | 51.996 |
| 25 | Manganese | 54.938 |
| 26 | Iron | 55.845 |
| 27 | Cobalt | 58.933 |
| 28 | Nickel | 58.693 |
| 29 | Copper | 63.546 |
| 30 | Zinc | 65.38 |
Atomic mass is usually a decimal because it represents the weighted average of all naturally occurring isotopes of an element.
Isotopes are atoms of the same element that have the same number of protons but different numbers of neutrons, resulting in different masses.
Fractional abundance is the decimal form of an isotope’s natural percentage in a sample (percentage ÷ 100).
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