2.2.2 Molecular Shapes

    Cards (45)

    • Steps to determine electron pair geometry using VSEPR theory:
      1️⃣ Identify the central atom
      2️⃣ Count the number of electron pairs
      3️⃣ Arrange electron pairs for minimum repulsion
    • Match the total electron pairs with the corresponding electron pair geometry:
      2 ↔️ Linear
      3 ↔️ Trigonal Planar
      4 ↔️ Tetrahedral
    • Covalent bonding involves the sharing of electrons
    • What does the octet rule state regarding electron configurations?
      Full outer shell of eight electrons
    • Carbon achieves the octet rule by sharing electrons in covalent bonds.
    • Arrange the following molecular shapes by increasing bond angle:
      1️⃣ Bent
      2️⃣ Trigonal Pyramidal
      3️⃣ Tetrahedral
      4️⃣ Trigonal Planar
      5️⃣ Linear
    • In a H2H_{2} molecule, each hydrogen atom shares one electron
    • Nitrogen achieves the octet rule by gaining three electrons.
    • What is the primary principle of VSEPR theory?
      Minimizing electron pair repulsion
    • Match the molecular shape with its bond angle:
      Linear ↔️ 180°
      Trigonal Planar ↔️ 120°
      Tetrahedral ↔️ 109.5°
      Bent ↔️ <109.5°
    • Match the molecular shape with its bond angle:
      Linear ↔️ 180°
      Trigonal Planar ↔️ 120°
      Tetrahedral ↔️ 109.5°
    • VSEPR theory minimizes repulsion between electron pairs around a central atom.
    • Electron pairs, both bonding and lone pairs, repel
    • Lone pairs exert stronger repulsion than bonding pairs.
    • What is the electron pair geometry of ammonia (NH_{3}</latex>)?
      Tetrahedral
    • Molecular shapes are determined by minimizing repulsion between electron pairs.
    • The presence of lone pairs causes greater repulsion
    • Match the molecular shape with its bond angles:
      Linear ↔️ 180°
      Trigonal Planar ↔️ 120°
      Tetrahedral ↔️ 109.5°
    • Lone pairs reduce bond angles compared to ideal values.
    • Covalent bonding involves the sharing of electrons
    • The octet rule states that atoms share electrons to achieve eight valence electrons.
    • Lone pairs exert stronger repulsion
    • Steps to determine electron pair geometry using VSEPR theory:
      1️⃣ Identify the central atom
      2️⃣ Count the number of bonding and lone pairs
      3️⃣ Match the electron pair count to the geometry
    • What do bonding and lone pairs repel in molecules?
      Each other
    • Electron pairs in molecules arrange to maximize separation and minimize repulsion.
    • Lone pairs exert stronger repulsion
    • What is the bond angle in a linear molecular shape?
      180°
    • What is the bond angle in a trigonal planar molecular shape?
      120°
    • The bond angle in a tetrahedral shape is 109.5°
    • The bond angle in a trigonal pyramidal shape is less than 109.5°.
    • Match the electron pair geometry with its example molecule:
      Linear ↔️ BeCl2BeCl_{2}
      Trigonal Planar ↔️ BF3BF_{3}
      Tetrahedral ↔️ CH4CH_{4}
      Trigonal Bipyramidal ↔️ PCl5PCl_{5}
    • What is the first step in determining the electron pair geometry of a molecule using VSEPR theory?
      Identify the central atom
    • Steps to determine electron pair geometry using VSEPR theory:
      1️⃣ Identify the central atom
      2️⃣ Count bonding pairs and lone pairs
      3️⃣ Match the electron pair count to geometry
    • Ammonia (NH3)(NH_{3}) has a tetrahedral electron pair geometry
    • What should you count after identifying the central atom in VSEPR theory?
      Bonding pairs and lone pairs
    • Match the electron pair geometry with its example molecule:
      Trigonal Bipyramidal ↔️ PCl5PCl_{5}
      Octahedral ↔️ SF6SF_{6}
    • What theory is used to predict molecular shapes by minimizing repulsion between electron pairs?
      VSEPR theory
    • Lone pairs cause greater repulsion than bonding pairs, reducing bond angles
    • Common molecular shapes include linear, trigonal planar, and tetrahedral
    • Match the molecular shape with its bond angle:
      Linear ↔️ 180°
      Trigonal Planar ↔️ 120°
      Tetrahedral ↔️ 109.5°