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math review
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<span class="math" id="XXXXXXX-XXXX-1498"><span XXXXX="XXXX" id="XXXXXXX-Span-1499"><span class="mi" id="XXXXXXX-Span-1500">P</span><span class="XX" id="XXXXXXX-XXXX-XXXX">(</span><span XXXXX="mi" id="MathJax-Span-XXXX">X</span><span XXXXX="XX" id="XXXXXXX-XXXX-1503">)</span></span></span></span>is true XXX XXXX<span class="XXXXXXX" id="XXXXXXX-Element-143-Frame" XXXXXXXX="X" XXXX-mathml=">k≥1" XXXX="presentation"><span class="math" id="XXXXXXX-XXXX-1504"><span XXXXX="XXXX" id="XXXXXXX-Span-1505"><span class="mi" id="XXXXXXX-Span-1506">X</span><span class="XX" id="MathJax-Span-XXXX">≥</span><span class="mn" id="MathJax-Span-XXXX">X</span></span></span></span>XXX show XXXX<span XXXXX="XXXXXXX" id="MathJax-Element-144-XXXXX" tabindex="0" XXXX-mathml=">X(X+X)" XXXX="presentation"><span class="XXXX" id="XXXXXXX-Span-1509"><span class="XXXX" id="MathJax-XXXX-XXXX"><span class="mi" id="MathJax-XXXX-XXXX">P</span><span XXXXX="mo" id="XXXXXXX-Span-1512">(</span><span XXXXX="mi" id="MathJax-XXXX-XXXX">k</span><span class="mo" id="XXXXXXX-XXXX-1514">+</span><span XXXXX="mn" id="MathJax-XXXX-XXXX">1</span><span class="XX" id="MathJax-Span-1516">)</span></span></span></span>is true</p> <p>XX.n = 1</p> <p>XX. XXXXXXXXX (X) XXXXX XX "XX XXX XXXXXXXXX XXXXXXXXXX", XXXXXXXXX (2) XXXXX be "all XXXXX have XXXXXX XXXXXX<span class="XXXXXXX" id="MathJax-XXXXXXX-XXX-XXXXX" tabindex="X" data-XXXXXX=">3" role="XXXXXXXXXXXX"><span class="math" id="XXXXXXX-XXXX-1740"><span class="mrow" id="MathJax-Span-1741"><span XXXXX="XX" id="MathJax-XXXX-1742">X."</span></span></span></span></p> <p>XX. H2k+X = H2k + 1/(X^k +X) + X/(X^k +2) +......+ X/(2^k +X^k)</p> <p>XX.Antisymmetric XXX not reflexive</p> <p>XX. {x, y, X}</p> <p>XX.<em><span class="XXXXXXX" id="MathJax-Element-XXX-XXXXX" XXXXXXXX="X" data-mathml=">X" XXXX="XXXXXXXXXXXX"><span XXXXX="MJX_Assistive_MathML" XXXX="XXXXXXXXXXXX">X</span></span></em>is a minimal XXXXXXX XXX<span class="XXXXXXX" id="XXXXXXX-XXXXXXX-XXX-Frame" XXXXXXXX="X" data-XXXXXX=">g" XXXX="XXXXXXXXXXXX"><span class="MJX_Assistive_MathML" role="XXXXXXXXXXXX"><em>g</em></span></span>XX a maximal XXXXXXX.</p> <p>XX.There XX XX XXXXX element.</p> <p>33. g</p> <p>34. {i, h, e, g}</p> <p>XX. k, j, d, c, a, f, b,i, h, e, g.</p> <p>36. As an undirected XXXXXX XXXXX.</p> <p>XX. b.</p> <p>38. 3.</p> <p>XX. 3.</p> <p>XX. XXXX</p>">
