Which of these figures correctly illustrates the nature of the bonding of H2 O?
Definition
[image]
Oxygen is more electronegative than hydrogen
Term
What type of bond joins the carbon atom to each of the hydrogen atoms?
[image]
Definition
single (nonpolar) covalent
Each carbon-hydrogen bond involves a single pair of equally shared electrons.
Term
Hydrogen bonding is most often seen _____.
a)when the bonds within the molecule are nonpolar covalent bonds
b)if the molecule consists of three or fewer atoms
c)when multiple carbon atoms are present
d)when hydrogen is covalently bonded to an electronegative atom
e)in molecules whose three-dimensional shape is tetrahedral
Definition
d)when hydrogen is covalently bonded to an electronegative atom
Highly electronegative atoms attract shared electrons more strongly than hydrogen does, resulting in a slight positive charge on the hydrogen atom. The slightly positive hydrogen atom is then attracted to another electronegative atom, forming a hydrogen bond.
Term
Part A
Which of the following bonds can form between atoms of equal electronegativity?
a)Ionic bonds can form between atoms of equal electronegativity.
b)Van der Waals interactions can form between atoms of equal electronegativity.
c)Hydrogen bonds can form between atoms of equal electronegativity.
Definition
b)Van der Waals interactions can form between atoms of equal electronegativity.
Even nonpolar covalent bonds have temporary regions of partial positive and negative charge, due to the chance movements of electrons. Attractions between such transient positive and negative charges create weak Van der Waals interactions.
Term
Which statement about weak bonds is correct?
a)Weak bonds are transient and easily reversible.
b)Weak chemical bonds form only between atoms of similar electronegativity.
c)Weak bonds are less important to living things than strong covalent bonds.
Definition
a)Weak bonds are transient and easily reversible.
Molecules that form weak bonds can come together, interact, and then separate. The combined effect of many weak and transient hydrogen bonds or Van der Waals interactions can produce important emergent properties. Read about the importance of the transience of weak bonds such as hydrogen bonds, ionic bonds, and Van der Waals interactions.
Term
A carbon atom and a hydrogen atom form what type of bond in a molecule?
Definition
nonpolar covalent bond
Atoms with similar electronegativities form nonpolar covalent bonds
Term
Definition
Term
What type of bond is joining the two hydrogen atoms?
[image]
Definition
covalent
A covalent bond is one in which electron pairs are shared.
Term
The atomic number of sulfur is 16. Sulfur combines with hydrogen by covalent bonding to form a compound, hydrogen sulfide. Based on the number of valence electrons in a sulfur atom, predict the molecular formula of the compound.
Definition
Term
Which property of water allows dogs to cool themselves by panting?
Definition
water’s high heat of vaporization
Evaporative cooling takes place when molecules with the greatest kinetic energy leave a fluid as gas molecules. Because of water’s high heat of vaporization, a large amount of heat must be absorbed for 1 gram of water to be converted from liquid to gas. The dog loses this heat as the water on its tongue evaporates, allowing him to cool down by panting. To understand why this answer is correct, read about evaporative cooling.
Term
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
Definition
<img 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
Term
Definition
Term
Which of the following best explains why water has a high specific heat?
Definition
A water molecule can make 4 hydrogen bonds.
Term
Which property of water molecules allows an animal to cool itself by sweating?
[image]
Definition
a b and c
Random collisions allow some molecules to accumulate more energy than other molecules. The weakness of hydrogen bonds lets those molecules escape, leaving the cooler molecules behind.
Term
Though you add heat, the temperature of boiling water remains constant because ...
Definition
it takes energy to break hydrogen bonds.
Correct! At boiling, all the added heat is used to break hydrogen bonds. Free of the water mass, the departing steam carries away all the added energy, with none left over to raise the temperature.
Term
Which statement helps to explain why ice is less dense than liquid water?
[image]
Definition
a and b
Correct! The ice lattice has open spaces because of the angles at which hydrogen bonds form. Heat energy can break water molecules free of the lattice so they move into the openings.
Term
Why doesn't oil mix with water?
[image]
Definition
(c) Polar molecules attract one another.
Correct! Water molecules cling to one another and won't part to make room for uncharged (nonpolar) molecules. There's no repulsion.