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solve for r
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\[u_{1} + u _{1}r + u _{1}r ^{2}=(7/8)((u _{1})/(1-r)) \]
\[u_{1}+u_{1}r+u_{1}r^2=\frac{7}{8}\frac{u_{1}}{1-r}?\]
Have you tried dividing both sides by\[u_{1}?\]
\[1+r+r^2=\frac{7}{8}\frac{1}{1-r}.\]
I got that far then everything after that didn't turn out right
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\[(1-r)(1+r+r^2)=\frac{7}{8}\]
Oh ok, I might be able to solve the rest from there
:)
there's another part. Are you familiar with sequences and series?
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