Finding Terms of an Arithmetic Sequence
Complete the sum

9+13+17+21++53=n=1AB\displaystyle {9}+{13}+{17}+{21}+\cdots+{53}={\sum_{{{n}={1}}}^{{{A}}}}{B}

by replacing A\displaystyle {A} and B\displaystyle {B} appropriately.
9+13+17+21++53=\displaystyle {9}+{13}+{17}+{21}+\cdots+{53}=\displaystyle \sum
n=1\displaystyle {n}={1}