Question: FIGURE 9.1. Pictorial representation of the first five triangular numbers. In[1]: Anagrams1[word String] := Module[[words), words Map[StringJoin, Permutations [Characters[word]]]; DictionaryLookup[/; MemberQ[words, x]]] In[2] Timing

String] := Module[[words), words Map[StringJoin, Permutations [Characters[word]]]; DictionaryLookup[/; MemberQ[words, x]]] In[2] Timing

[Anagrams1["alerts"]] Out [2] (16.3502, (alerts, alters, salter, staler}} In[3]: Anagrams2[word String] :=

Module[(chars Characters[word], words), words Map[StringJoin, Permutations[chars]]; In[4] ] DictionaryLookup [Alternatives @ words]

FIGURE 9.1. Pictorial representation of the first five triangular numbers. In[1]: Anagrams1[word String] := Module[[words), words Map[StringJoin, Permutations [Characters[word]]]; DictionaryLookup[/; MemberQ[words, x]]] In[2] Timing [Anagrams1["alerts"]] Out [2] (16.3502, (alerts, alters, salter, staler}} In[3]: Anagrams2[word String] := Module[(chars Characters[word], words), words Map[StringJoin, Permutations[chars]]; In[4] ] DictionaryLookup [Alternatives @ words] Timing [Anagrams2["alerts"]] Out [4] (0.940914, (alerts, alters, salter, staler}} In[5]: Anagrams3[word String] := Module[(len = StringLength [word], words), words DictionaryLookup [RegularExpression["\\w"> ToString[len] ""]]; Select [words, Sort [Characters[+]] = Sort [Characters[word]] &]] In[6]: Timing [Anagrams3["alerts"]] Out [6] (0.052693, (alerts, alters, salter, staler}}

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