Gen Chem I Exam 1 Study Guide

General Information about the Exam

  • Subject: General Chemistry I Exam 1

  • Format: Multiple Choice Questions

Mixtures and Changes

Definition of Homogeneous Mixtures

  • Homogeneous Mixture: A mixture that has a uniform composition throughout.

  • Example from Options:

    • A) Cola

    • Other options (B) chicken soup, (C) ice water, (D) vegetable soup, (E) salsa are not homogeneous.

Physical vs Chemical Changes

  • Physical Change: A change that does not alter the chemical composition of a substance.

    • Example:

    • (D) Water is evaporated (changes state from liquid to gas, but remains H2O).

  • Chemical Change: A change that results in the formation of new chemical substances.

    • Example:

    • (A) Methane gas is burned (produces CO2 and water).

Temperature Conversions

Celsius to Kelvin Conversion

  • Conversion Formula: K=C+273.15K = C + 273.15

  • Example: If a solution has a temperature of 355 K, convert to Celsius:

    • C=355273.15=81.85°CC = 355 - 273.15 = 81.85°C

    • Closest Option: 82°C (E)

Kelvin to Celsius Conversion

  • Given: Outside temperature is 35°C. Convert to Kelvin:

    • K=35+273.15=308.15KK = 35 + 273.15 = 308.15 K

    • Closest Option: 308 K (B)

Volume, Mass, and Density Calculations

Volume Calculation

  • Given: Mass = 455.6 g, Density = 19.3 g/mL

  • Formula: extDensity=racextmassextvolume<br>ightarrowextvolume=racextmassextdensityext{Density} = rac{ ext{mass}}{ ext{volume}} <br>ightarrow ext{volume} = rac{ ext{mass}}{ ext{density}}

  • Calculation:

    • extVolume=rac455.6extg19.3extg/mL<br>ightarrow23.6extmL(D)ext{Volume} = rac{455.6 ext{ g}}{19.3 ext{ g/mL}} <br>ightarrow 23.6 ext{ mL (D)}

Mass Calculation

  • Given: Volume = 88.6 mL, Density = 9.77 g/mL

  • Formula: extMass=extDensityimesextVolumeext{Mass} = ext{Density} imes ext{Volume}

  • Calculation:

    • extMass=9.77extg/mLimes88.6extmL<br>ightarrow865.822extg(roundedto866g,E)ext{Mass} = 9.77 ext{ g/mL} imes 88.6 ext{ mL} <br>ightarrow 865.822 ext{ g (rounded to 866 g, E)}

Significant Figures

Rules for Significant Figures

  1. Non-zero digits are always significant.

  2. Any zeros between significant digits are significant.

  3. Leading zeros are not significant.

  4. Trailing zeros in a number containing a decimal point are significant.

Questions on Significant Figures
  • Example: 109.63 mL has 5 significant figures (C).

  • Example: 0.0105890 g has 6 significant figures (C).

  • Expression: 3.40 x 10^4 m has 3 significant figures (A).

Convert Units and Significant Figures

  • Calculate how many millimeters in 3.20 cm:

    • Conversion Formula: 1 cm = 10 mm, therefore 3.20 cm = 32.0 mm = 3.20 x 10^1 mm (A).

  • Convert 244.0 cm to micrometers:

    • Conversion: 244.0 cm = 2.44 x 10^6 µm (A).

Atomic Structure

Isotopes Definition

  • Isotopes: Variants of a chemical element that have the same number of protons but a different number of neutrons.

  • Example of Particle Differences: D) Neutrons

Mass Number

  • Definition: The mass number is defined as the total number of protons and neutrons in an atom.

  • Correct Option: D) Sum of protons and neutrons.

Elements Identification and Properties

Determining Number of Subatomic Particles

  • Example of determination:

    • For species with p+ = 12, n° = 25, e- = 12, identify corresponding element based on atomic numbers.

Alkali Metals

  • Definition: Elements found in Group 1 of the periodic table, known for being highly reactive.

  • Example of Alkali Metal: D) Lithium (Li).

Atomic Mass and Number

  • Example: Atomic mass of tin is 118.71 (C).

  • Calculation Example: For silver isotopes with given isotopic masses, calculate total atomic mass:

    • extAtomicMass=ext(massofAg107fractionalabundance)+ext(massofAg109fractionalabundance)ext{Atomic Mass} = ext{(mass of Ag-107 * fractional abundance)} + ext{(mass of Ag-109 * fractional abundance)}

  • Resulting Calculation Gives: A) 107.90 amu

Moles and Atomic Calculations

Mole Definition

  • Definition: A mole is a unit of measurement for amount of substance in the International System of Units (SI).

  • Calculation for Silver Atoms: For 3.75 moles of silver, the total number of atoms can be calculated using Avogadro's number (6.022 x 10^23).

  • Example: 3.75extmolesimes6.022imes1023extatoms/mole=2.26imes1024extsilveratoms(B)3.75 ext{ moles} imes 6.022 imes 10^{23} ext{ atoms/mole} = 2.26 imes 10^{24} ext{ silver atoms} (B)

  • Mass Calculation of Kr: Determine the mass of 3.99 moles of Kr using molar mass (83.8 g/mole) yielding A) 334 g.

Miscellaneous Questions

Considerations of Causality

  • Statement Assessment: If a true statement says "There was a time when there was nothing," implications are explored regarding existence.

    • Options include: B) A self-existent being would exist today.

Alkaline Earth Metals

  • Symbol Identification Example: C) Beryllium (Be).

Group and Period Element Identification

  • Identify elements based on specific positioning in the periodic table:

    • Example: Row 5, Group 7 corresponds to Iodine (B).

  • Final notes for this exam highlight major concepts in chemistry including mixtures, changes, temperature conversions, calculations involving mass and volume, significant figures, atomic structure, and classification of elements.