Typos
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@ -332,7 +332,7 @@ If we look closely, we'll find that $C$ pretends to take three arguments.
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\vspace{1mm}
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What does $C$ do? Evaluate $(C~a~b~x)$ for arbitary expressions $a, b,$ and $x$. \par
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What does $C$ do? Evaluate $(C~a~b~x)$ for arbitrary expressions $a, b,$ and $x$. \par
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\hint{Evaluate $(C~a)$ first. Remember, function application is left-associative.}
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\vfill
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