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Provide the Formula for Each Compound (General Chemistry Nomenclature Practice)

Provide the formula for each compound.

Subject: General Chemistry Chapter: Chemical Compounds Topic: Naming Salts with Polyatomic Ions Answer included
provide the formula for each compound. chemical formula write formulas from names ionic compound formula polyatomic ions charge neutrality subscripts and parentheses molecular compound prefixes
Accepted answer Answer included

Compound formulas from names

“Provide the formula for each compound.” Chemistry-formula writing relies on charge neutrality for ionic compounds (including salts with polyatomic ions) and atom-count prefixes for molecular compounds.

Charge balance for ionic compounds

Ionic formulas satisfy electrical neutrality: \[ z_{+}n_{+} + z_{-}n_{-} = 0, \] where \(z\) denotes ionic charge and \(n\) denotes the number of ions in the formula unit.

  • Total positive charge equals total negative charge.
  • Polyatomic ions remain intact as a unit.
  • Parentheses appear when a polyatomic ion occurs more than once.

Atom counts for molecular compounds

  • Greek prefixes encode subscripts (mono-, di-, tri-, tetra-, penta-, …).
  • Element symbols reflect the named elements in order.
  • Prefix “mono-” is commonly omitted for the first element in many naming conventions.

Formulas for a representative compound set

The list below reflects common general-chemistry nomenclature practice spanning binary ionic compounds, salts with polyatomic ions, and one molecular compound example.

Compound name Formula Structural note
Sodium chloride NaCl Binary ionic; \(+1\) and \(−1\) charges balance \(1:1\).
Magnesium bromide MgBr2 Binary ionic; Mg2+ pairs with two Br.
Aluminum oxide Al2O3 Binary ionic; Al3+ and O2− balance to a \(2:3\) ratio.
Iron(III) chloride FeCl3 Roman numeral indicates Fe3+; three chlorides balance the charge.
Calcium nitrate Ca(NO3)2 Polyatomic anion repeated; parentheses preserve the nitrate unit.
Copper(II) sulfate CuSO4 Cu2+ with SO42−; \(1:1\) balance.
Sodium carbonate Na2CO3 CO32− requires two Na+.
Potassium permanganate KMnO4 MnO4 paired with K+.
Ammonium phosphate (NH4)3PO4 PO43− requires three NH4+; parentheses required.
Aluminum sulfate Al2(SO4)3 Al3+ and SO42− balance in a \(2:3\) ratio; parentheses required.
Ammonium chloride NH4Cl Polyatomic cation; no parentheses needed because only one ammonium occurs.
Dinitrogen tetroxide N2O4 Molecular compound; prefixes “di-” and “tetra-” set subscripts.

Visualization of charge balancing with polyatomic ions

The diagram links ionic charges to the final formula unit, highlighting parentheses usage for repeated polyatomic ions in salts.

Charge balance examples leading to correct ionic formulas Three worked visual examples: Ca2+ with NO3− gives Ca(NO3)2; Al3+ with SO4 2− gives Al2(SO4)3; NH4+ with PO4 3− gives (NH4)3PO4. Arrows show charge magnitudes pairing to subscripts. Charge neutrality → subscripts and parentheses (three examples) Cation and anion charges map to subscripts; repeated polyatomic ions appear in parentheses. 1 Calcium nitrate Ca 2+ cation charge magnitude: 2 NO 3 anion charge magnitude: 1 subscripts Ca(NO₃)₂ polyatomic nitrate repeated → parentheses overall charge: 0 2 Aluminum sulfate Al 3+ cation charge magnitude: 3 SO 4 2− anion charge magnitude: 2 subscripts Al₂(SO₄)₃ least whole-number ratio gives neutrality overall charge: 0 3 Ammonium phosphate NH 4 + cation charge magnitude: 1 PO 4 3− anion charge magnitude: 3 subscripts (NH₄)₃PO₄ polyatomic ammonium repeated → parentheses overall charge: 0
Charges determine the smallest whole-number subscripts that produce neutrality; parentheses preserve the identity of a repeated polyatomic ion.

Common pitfalls

  • Parentheses omitted for repeated polyatomic ions (for example, Ca(NO3)2 rather than CaNO32).
  • Roman numerals ignored for variable-charge metals (for example, iron(III) as Fe3+).
  • Subscripts applied inside a polyatomic ion incorrectly (for example, nitrate remaining NO3, not altered to N2O6 when doubled).
  • Formula mass logic substituted for charge logic in ionic compounds (charge neutrality governs subscripts, not relative atomic masses).
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