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General Chemistry Principles, Patterns, and Applications, 2011

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Given: volume <strong>and</strong> concentration of acid <strong>and</strong> base<br />

Asked for: pH<br />

Strategy:<br />

A Calculate the initial millimoles of the acid <strong>and</strong> the base. Use a tabular format to determine the amounts<br />

of all the species in solution.<br />

B Calculate the concentrations of all the species in the final solution. Use Equation 16.16 to determine [H + ]<br />

<strong>and</strong> convert this value to pH.<br />

Solution:<br />

A Table 16.4 "Values of p" gives the pK a values of oxalic acid as 1.25 <strong>and</strong> 3.81. Again we proceed by<br />

determining the millimoles of acid <strong>and</strong> base initially present:<br />

100.0 mL(0.0510 mmol H2oxmL) = 5.10 mmol H2ox<br />

55.0 mL(0.120 mmol NaOHmL) = 6.60 mmol NaOH<br />

The strongest acid (H 2ox) reacts with the base first. This leaves (6.60 − 5.10) = 1.50 mmol of OH − to react<br />

with Hox − , forming ox 2− <strong>and</strong> H 2O. The reactions can be written as follows:<br />

H2ox5.10 mmol +OH - 6.60 mmol ® Hox - 5.10 mmol + H2O5.10 mmol<br />

Hox - 5.10 mmol +OH -1.50 mmol ® ox2 -1.50 mmol + H2O1.50 mmol<br />

In tabular form,<br />

H2ox OH − Hox − ox 2−<br />

initial 5.10 mmol 6.60 mmol 0 mmol 0 mmol<br />

change (step 1) −5.10 mmol −5.10 mmol +5.10 mmol<br />

0 mmol<br />

final (step 1) 0 mmol 1.50 mmol 5.10 mmol 0 mmol<br />

change (step 2)<br />

— −1.50 mmol −1.50 mmol +1.50 mmol<br />

final 0 mmol 0 mmol 3.60 mmol 1.50 mmol<br />

Saylor URL: http://www.saylor.org/books<br />

Saylor.org<br />

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