Loading chapter4.tex +5 −8 Original line number Diff line number Diff line Loading @@ -178,7 +178,7 @@ There are only two possibilities (\Fig{fig4-3}): container. This implies that we already had two gallons in the large container. Or\dots{} %!! line break? % enumerate suspend/resume? \item The nine gallon container was full, and we just poured off three gallons \item The nine-gallon container was full, and we just poured off three gallons into the small container. \end{enumerate} Which choice? Let's make a guess. The first choice requires a two-gallon Loading Loading @@ -415,8 +415,8 @@ Here are the steps generally involved in designing a component: structure(s). \item Recognize auxiliary definitions. \item Determine what auxiliary definitions and techniques are already available. \item Describe the algorithm with pseudocode, \item Implement it by working backwards from existing definitions to the inputs, \item Describe the algorithm with pseudocode. \item Implement it by working backwards from existing definitions to the inputs. \item Implement any missing auxiliary definitions. \item If the lexicon contains many names with strong elements in common, design and code the commonalities as internal definitions, then implement Loading Loading @@ -947,20 +947,17 @@ There are three approaches we could take: \begin{description} \item[Calculation]~ \begin{Code} ( n) 1- 2* 10 + \end{Code} \medbreak \item[Data Structure]~ \begin{Code} CREATE TABLE 10 C, 12 C, 14 C, ( n) 1- TABLE + C@ \end{Code} \medbreak \item[Logic]~ \begin{Code} ( n) CASE 1 OF 10 ENDOF Loading Loading
chapter4.tex +5 −8 Original line number Diff line number Diff line Loading @@ -178,7 +178,7 @@ There are only two possibilities (\Fig{fig4-3}): container. This implies that we already had two gallons in the large container. Or\dots{} %!! line break? % enumerate suspend/resume? \item The nine gallon container was full, and we just poured off three gallons \item The nine-gallon container was full, and we just poured off three gallons into the small container. \end{enumerate} Which choice? Let's make a guess. The first choice requires a two-gallon Loading Loading @@ -415,8 +415,8 @@ Here are the steps generally involved in designing a component: structure(s). \item Recognize auxiliary definitions. \item Determine what auxiliary definitions and techniques are already available. \item Describe the algorithm with pseudocode, \item Implement it by working backwards from existing definitions to the inputs, \item Describe the algorithm with pseudocode. \item Implement it by working backwards from existing definitions to the inputs. \item Implement any missing auxiliary definitions. \item If the lexicon contains many names with strong elements in common, design and code the commonalities as internal definitions, then implement Loading Loading @@ -947,20 +947,17 @@ There are three approaches we could take: \begin{description} \item[Calculation]~ \begin{Code} ( n) 1- 2* 10 + \end{Code} \medbreak \item[Data Structure]~ \begin{Code} CREATE TABLE 10 C, 12 C, 14 C, ( n) 1- TABLE + C@ \end{Code} \medbreak \item[Logic]~ \begin{Code} ( n) CASE 1 OF 10 ENDOF Loading