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source/linear-algebra/source/04-MX/01.ptx

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@@ -394,7 +394,7 @@ in terms of matrix multiplication.</p>
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</figure>
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<ul>
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<li>An <em>adjacency matrix</em> for this map is a matrix that has the number of roads from city <m>i</m> to city <m>j</m> in the <m>(i,j)</m> entry of the matrix. A road is a path of length exactly 1. All <m>(i,i)</m>entries are 0. Write the adjacency matrix for this map, with the cities in alphabetical order.</li>
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<li>An <em>adjacency matrix</em> for this map is a matrix that has the number of roads from city <m>i</m> to city <m>j</m> in the <m>(i,j)</m> entry of the matrix. A road is a path of length exactly 1. All <m>(i,i)</m> entries are 0. Write the adjacency matrix for this map, with the cities in alphabetical order.</li>
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<li>What does the square of this matrix tell you about the map? The cube? The <m>n</m>-th power?</li>
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</ul>

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