Chemistry Notes: Ionic & Covalent Compounds, Formulas, and Moles

Ionic Compounds & Polyatomic Ions

  • Meeting context: Chemistry class session led by an instructor with Luke participating and asking questions; covered ionic and covalent compounds, formulas, naming conventions, and calculations involving moles and atomic mass; included Q&A on course logistics, grading, and homework resources.
  • Calcium phosphate formula: calcium (Ca^{2+}) and phosphate (PO4^{3-}) ions combine so charges add to zero. Balancing example: 3 Ca^{2+} (total +6) with 2 PO4^{3-} (total -6) yields a neutral compound.
  • Use parentheses for polyatomic ions in formulas (e.g., Ca<em>3(PO</em>4)2\mathrm{Ca<em>3(PO</em>4)_2}).
  • Polyatomic ions: clusters of atoms with a net charge, can be positive or negative.
  • Only need to memorize common polyatomic ions for exams/homework.
  • Ionic compounds: always balance charges to zero; cation written first, anion second.

Covalent Bonding & Molecules

  • Covalent bonds form when attractive forces (nucleus–electron) outweigh repulsive forces (nucleus–nucleus, electron–electron).
  • Covalent bonds: electrons are shared between nonmetals.
  • Molecules: two or more atoms bonded together; can be elements (e.g., O<em>2\mathrm{O<em>2}) or compounds (e.g., H</em>2O\mathrm{H</em>2O}).
  • Diatomic elements to memorize: H<em>2,O</em>2,N<em>2,Cl</em>2,Br<em>2,I</em>2,F2\mathrm{H<em>2}, \mathrm{O</em>2}, \mathrm{N<em>2}, \mathrm{Cl</em>2}, \mathrm{Br<em>2}, \mathrm{I</em>2}, \mathrm{F_2}.
  • Diatomic elements are always found as pairs in nature; mnemonic provided in class slides (reference to class resource).

Formulas: Empirical, Molecular, Structural

  • Empirical formula: simplest whole-number ratio of atoms in a substance (e.g., CH2O\mathrm{CH_2O} for glucose).
  • Molecular formula: actual number of each atom in a molecule (e.g., C<em>6H</em>12O6\mathrm{C<em>6H</em>{12}O_6} for glucose).
  • Structural formula: shows how atoms are connected (e.g., HOH\mathrm{H-O-H} for water).
  • Condensed structural formulas: shorthand for connectivity, used in organic chemistry.
  • Some compounds (like H2O\mathrm{H_2O}) have the same empirical and molecular formula.

Naming Compounds

  • Ionic compounds: no prefixes; use empirical formula; cation written first, anion second.
  • Covalent compounds: use prefixes (mono-, di-, tri-, tetra-, penta-, hexa-, etc.) for the number of atoms.

Page 2 – Acids, Special Cases & Calculations

  • Binary compounds: only two elements; water and ammonia are exceptions with common names (e.g., water is common name for H<em>2O\mathrm{H<em>2O}; ammonia for NH</em>3\mathrm{NH</em>3}).
  • Acids: hydrogen + nonmetal; named differently in water (e.g., hydrochloric acid for HCl) and in other contexts.
  • Acids are covalent but produce ions in water;
    • Naming depends on whether the acid is in water (aqueous) or not.
  • Strong acids discussed: HCl,HBr,HI,HF\mathrm{HCl}, \mathrm{HBr}, \mathrm{HI}, \mathrm{HF}.
  • H^+ ion is just a proton (no electrons or neutrons): H+\mathrm{H^+}.
  • Calculations: Moles, Atomic Mass, Conversions
    • Mole: standard counting unit; 1 mol=NA=6.022×10231\ \text{mol} = N_A = 6.022 \times 10^{23} particles (Avogadro’s number).
    • Formula: NA=6.022×1023N_A = 6.022 \times 10^{23}.
    • Molar mass: mass of 1 mole of a substance, in g/mol\text{g/mol}.
    • Use conversion factors to go between atoms, moles, and grams.
    • Always specify units (atoms, molecules, formula units) in calculations.
    • Practice problems: converting atoms to moles, grams to moles, etc.

Page 2 – Course Logistics & Grading

  • Canvas gradebook doesn’t show running total; use a grade calculator for estimates.
  • Attendance and participation points tracked separately.
  • Homework and quizzes: practice with provided resources, prefixes, and naming conventions.

Page 2 – Study Tips & Practice

  • Use provided lists for polyatomic ions and acids as references.
  • Prefixes for covalent naming: memorize up to six (mono-, di-, tri-, tetra-, penta-, hexa-).
  • Practice converting between different types of formulas and units.
  • Instructor encourages making mistakes now, not on tests.

Page 2 – Sidebar & Miscellaneous

  • Organic chemistry and polymers briefly mentioned as extensions.
  • Polymers: repeating units (monomers) form large molecules (e.g., polyethylene).
  • Instructor available for office hours for further questions or test review.

Page 3 – Key Takeaways

  • Know how to write and name ionic and covalent compounds.
  • Understand differences between empirical, molecular, and structural formulas.
  • Be comfortable with mole calculations and unit conversions.
  • Use provided resources and ask questions as needed for clarification.

Quick reference formulas and concepts

  • Calcium phosphate balance:
    • Cations: Ca2+\mathrm{Ca^{2+}}
    • Anions: PO43\mathrm{PO_4^{3-}}
    • Net neutral example: 3Ca2++2PO<em>43Ca</em>3(PO<em>4)</em>23\mathrm{Ca^{2+}} + 2\mathrm{PO<em>4^{3-}} \rightarrow \mathrm{Ca</em>3(PO<em>4)</em>2}
  • Polyatomic ions: memorize common ions (e.g., SO<em>42,NO</em>3,OH\mathrm{SO<em>4^{2-}}, \mathrm{NO</em>3^{-}}, \mathrm{OH^{-}}, etc.); not all listed here, but memorize as needed for coursework.
  • Empirical vs. molecular: empirical shows simplest ratio; molecular shows actual counts (e.g., glucose: empirical CH<em>2O\mathrm{CH<em>2O}; molecular C</em>6H<em>12O</em>6\mathrm{C</em>6H<em>{12}O</em>6}).
  • Structural: connectivities (e.g., water: HOH\mathrm{H-O-H}).
  • Prefixes in covalent naming: mono-,di-,tri-,tetra-,penta-,hexa-\text{mono-}, \text{di-}, \text{tri-}, \text{tetra-}, \text{penta-}, \text{hexa-}
  • Diatomic elements (seven): H<em>2,O</em>2,N<em>2,Cl</em>2,Br<em>2,I</em>2,F2\mathrm{H<em>2}, \mathrm{O</em>2}, \mathrm{N<em>2}, \mathrm{Cl</em>2}, \mathrm{Br<em>2}, \mathrm{I</em>2}, \mathrm{F_2}
  • Avogadro’s number: N<em>A=6.022×1023N<em>A = 6.022 \times 10^{23}; 1 mole contains N</em>AN</em>A particles.
  • Molar mass unit: M (extg/mol)M \ ( ext{g/mol}); conversion between grams and moles: n=mMn = \frac{m}{M}; atoms to moles: n=NNAn = \frac{N}{N_A}; moles to grams: m=nMm = nM.