Cracking the SAT Chemistry Subject Test

(Marvins-Underground-K-12) #1
The total   gram-molecular  weight  of  this    substance,  then,   is
100 g. Oxygen’s contribution is 64 g, which means the
compound is 64 percent oxygen by mass.


  1. E As soon as you hear the term electron sharing, you know you’re dealing
    with a covalent bond, so eliminate (A), (B), and (C). The fact that the two
    atoms differ in electronegativity tells you that one has more attraction for
    the shared electrons than the other. The result? A polar covalent bond—
    the molecule has a negative and a positive pole.

  2. B Use q = mc∆T to compute the amount of heat transfer. For water, the
    specific heat, c, is about 1 calorie/g • °C, so a 20 g sample of water
    experiencing a 20°C increase in temperature has (20 g)(1 calorie/g • °C)
    (20° C), or 400 calories of heat, transferred to it.

  3. D Remember the oxidation state rules. An oxygen atom usually has a −2
    state. Potassium atoms are always given a +1 state. In K 2 Cr 2 O 7 , we have
    2 potassium atoms and 7 oxygen atoms. So potassium atoms contribute
    2(+1), or a state of +2. Oxygen atoms contribute 2(−7), or −14. For
    K 2 Cr 2 O 7 to be neutral, each chromium atom must have a state of +6.

  4. B If the pH is 5, then [H+] is 1 × 10−5 moles/L. Water’s ion product is 1 ×
    10 −14 at 25°C, meaning that the product [H+] × [OH−] is 1 × 10−14. So
    [OH−] = (1 × 10−14)/(1 × 10−5) = 1 × 10−9 moles/L. Choice (B) is correct.

  5. D Based on the balanced equation, the ratio of water vapor consumed to
    oxygen produced is 2 moles H 2 O to 1 mole O 2 . The volume of gas will
    also be in this 2:1 ratio. So 89.6 liters of H 2 O(g) are required to produce
    44.8 liters of O 2 (g).

  6. B Molarity refers to moles of solute per liter of solution. We know we have
    500 milliliters of solution, but we don’t know how many moles of solute
    we have. Let’s first figure out the mass of 1 mole of MgCl 2 . Looking at
    the periodic table, we find that 1 mole of Mg has a mass of 24.3 g. Two
    moles of Cl have a mass of about 71 g. One mole of MgCl 2 , therefore,
    has a mass of 95.3 g.


We  can then    determine   the moles   of  MgCl 2  by  dividing    the
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