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Chemistry Reference School

Polyatomic Ions

A list of 33 common polyatomic ions grouped by charge, with formula, common and systematic name, and a molar mass computed from the formula.

Reference

Cations, charge 1+

Cations, charge 1+
Ion Name Systematic name Molar mass, g/mol Notes
NH₄⁺ Ammonium 18.039 The only common polyatomic cation a student meets early. Behaves like an alkali metal ion in most salts.
H₃O⁺ Hydronium Oxidanium 19.023 What a proton in water actually is. pH refers to this rather than to a bare H⁺.

Anions, charge 1−

Anions, charge 1−
Ion Name Systematic name Molar mass, g/mol Notes
OH⁻ Hydroxide 17.007
NO₃⁻ Nitrate 62.004 Every nitrate is soluble, which is why it is the counter-ion of choice when you need one that stays out of the way.
NO₂⁻ Nitrite 46.005
HCO₃⁻ Bicarbonate Hydrogencarbonate 61.016 The buffer that holds blood near pH 7.4. Bicarbonate is the older name and still the common one.
CH₃COO⁻ Acetate Ethanoate 59.044
CN⁻ Cyanide 26.018
MnO₄⁻ Permanganate 118.93 Intensely purple, which makes it its own indicator in a titration.
HSO₄⁻ Hydrogen sulfate 97.064 Bisulfate is the older name for the same ion.
H₂PO₄⁻ Dihydrogen phosphate 96.986
ClO⁻ Hypochlorite 51.449 The active ingredient in household bleach.
ClO₂⁻ Chlorite 67.448
ClO₃⁻ Chlorate 83.447
ClO₄⁻ Perchlorate 99.446 The full set of four chlorine oxoanions is the clearest example of the naming pattern: hypo-ite, -ite, -ate, per-ate, adding one oxygen each step.
BrO₃⁻ Bromate 127.9
IO₃⁻ Iodate 174.9
SCN⁻ Thiocyanate 58.078
OCN⁻ Cyanate 42.017
N₃⁻ Azide 42.021

Anions, charge 2−

Anions, charge 2−
Ion Name Systematic name Molar mass, g/mol Notes
CO₃²⁻ Carbonate 60.008
SO₄²⁻ Sulfate 96.056 The most common divalent anion in the lab, and the one whose molar mass is worth knowing: 96.06 g/mol.
SO₃²⁻ Sulfite 80.057
S₂O₃²⁻ Thiosulfate 112.12 Used to titrate iodine, and to fix photographic film.
CrO₄²⁻ Chromate 115.99 Yellow. Turns orange as dichromate in acid.
Cr₂O₇²⁻ Dichromate 215.99
C₂O₄²⁻ Oxalate Ethanedioate 88.018
O₂²⁻ Peroxide 31.998
HPO₄²⁻ Hydrogen phosphate 95.978
SiO₃²⁻ Silicate 76.082

Anions, charge 3−

Anions, charge 3−
Ion Name Systematic name Molar mass, g/mol Notes
PO₄³⁻ Phosphate 94.97 Triply charged, so it precipitates with most metal cations. Its three acid dissociation steps, linking four protonation states from H₃PO₄ to PO₄³⁻, are why phosphate buffers work across such a wide range.
PO₃³⁻ Phosphite 78.971
AsO₄³⁻ Arsenate 138.92

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The -ite and -ate pattern, with one family worked through

Two names differing by one letter, differing by one oxygen. The -ate form has more oxygen than the -ite form: nitrate is NO₃⁻ and nitrite is NO₂⁻, sulfate is SO₄²⁻ and sulfite is SO₃²⁻. Nothing in either name tells you which way round it goes, which is why this is the part of the table people memorise rather than work out.

Chlorine forms all four members, so its oxoanions show the pattern in full:

  • ClO⁻ hypochlorite, the active ingredient in bleach
  • ClO₂⁻ chlorite
  • ClO₃⁻ chlorate
  • ClO₄⁻ perchlorate

One oxygen is added at each step, and all four carry a single negative charge. The prefixes extend the pair outward: hypo- is one oxygen fewer than the -ite, and per- is one more than the -ate. Bromine and iodine appear here only as bromate and iodate, since those are the members a school course actually uses.

Charge and formula are separate things

This table holds the formula and the charge in different fields, because they are different pieces of information. Charge comes from the electron count, not from which atoms are present: SO₄²⁻ and ClO₄⁻ both have four oxygens and different charges.

Keeping them apart matters as soon as you build a salt, because the formula of an ionic compound is whatever ratio makes the charges cancel. Ammonium and phosphate give (NH₄)₃PO₄, three singly charged cations against one triply charged anion. The brackets multiply the whole ammonium group rather than just the hydrogen, and dropping them is the most common way this goes wrong. Phosphate’s triple charge is also why it precipitates with most metal cations, and why its three acid dissociation steps, from H₃PO₄ through H₂PO₄⁻ and HPO₄²⁻ to PO₄³⁻, make phosphate buffers work across such a wide range.

Where the molar masses come from

No mass on this page is stored. Each row carries the neutral formula, and the molar mass is computed from it by the same parser the molar mass calculator uses, so every atomic weight has exactly one source and the whole table moves together if that source is revised. A table this size therefore introduces no new numbers that could be individually wrong.

The electron mass is ignored, as it is throughout chemistry. A sulfate ion carries two more electrons than its neutral formula, which adds about 0.0011 g/mol to 96.06 g/mol, about one part in 90,000: below anything but the most careful weighing, and at the level of the last digit shown in the table. You would have to worry about water absorbed from the air long before the electrons mattered.

Both the traditional and the systematic name are given

A student meets one name in a textbook and a different one on the bottle, so where they differ the table lists both. HCO₃⁻ is bicarbonate in conversation and hydrogencarbonate under systematic naming, and it is the buffer that holds blood near pH 7.4. CH₃COO⁻ is acetate or ethanoate, C₂O₄²⁻ is oxalate or ethanedioate, and HSO₄⁻ is hydrogen sulfate or bisulfate. The older names are not wrong and are not going anywhere.

Common questions

What is the difference between nitrate and nitrite?

One oxygen. Nitrate is NO3 with a single negative charge and nitrite is NO2 with the same charge, and the -ate ending always marks the more oxygenated member of such a pair. The rule generalises: sulfate against sulfite, chlorate against chlorite, phosphate against phosphite. Nothing in the names themselves tells you the absolute number of oxygens, only which of the two has more.

Do I include the extra electrons when working out a polyatomic ion’s molar mass?

In practice, no. An electron’s molar mass is about 0.00055 g/mol, so a sulfate ion’s two extra electrons add roughly 0.0011 g/mol to 96.06 g/mol, well inside the ±0.02 uncertainty of sulfur’s own atomic weight. Every molar mass in this table is computed from the neutral formula for that reason. It only becomes relevant in mass spectrometry, where the instrument resolves individual electron masses.