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\rhead{December 3, 2014\\Math 9}
\chead{5.7: 2, 3, 5, 8, 10, 13, 14, 21, 23, 24}
\lhead{Phillip E. Simons}
\rfoot{Page \thepage}
 

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\begin{document}
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2.
\begin{align}
$2x + 5 &= 4x - 17$\notag\\
$2x &= -22$\notag\\
$x &= -11$\notag\\
$2(-11) + 5 &= 27$\notag\\
$-17 &\neq 27$\notag
\end{align}

3. 26\\
\vspace{12 pt}

5a. $9x \cdot 2x - 5$\\
5b. $2[(9x) + (2x - 5)]$\\
5c. $A = 322.52un^{2} | P = 84.2un$\\
\vspace{12 pt}

8.
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  1.& YTWX is a parallelogram, $\perpsegs{YP}{TW}, \perpsegs{ZW}{TY}, \congsegs{TP}{TZ}$ & 1.& Given\\
  2.& $\congangles{YPT}{WZT}$ & 2.& If two angles are right they are congruent\\
  3.& $\congangles{T}{T}$ & 3.& Reflexive Property\\
  4.& $\congtriangles{ZTW}{PYT}$ & 4.& ASA(2, 1, 3)\\
  5.& $\congsegs{TY}{TW}$ & 5.& CPCTC\\
  6.& TWXY is a rhombus & 6.& If a paralellogram has a pair of congruent consec. sides, it is a rhombus\\
  \hline
  \multicolumn{2}{c |}{}&\multicolumn{2}{c}{QDE}
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10.
\begin{tabularx}{\linewidth}{l p{0.4\linewidth} | l X l X}
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  1.& $\seg{ID} bisects \seg{RB}, \congsegs{BI}{IR}$ & 1.& Given\\
  2.& BIRD is a kite & 2.& If one diagonal bisects the other, then the quad is a kite\\
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13a. Trapezoid\\
13b. Quadrilateral\\
13c. Iso Trap\\
13d. Rectangle\\












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