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Update 'lista3.md'

capella 7 years ago
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lista3.md

@@ -22,7 +22,7 @@ $$M(n) = O(n) + M(n/2)$$
 
 Desenvolvendo pelo método da substitituição:
 
-$$M(n) = an + M(n/2) = an + an/2 + M(n/2) =  \sum\_{j = 1}^{i} \franc{an}{2^(i-1)} + M(\frac{n}{2^i})$$
+$$M(n) = an + M(n/2) = an + an/2 + M(n/2) =  \sum\_{j = 1}^{i} \frac{an}{2^(i-1)} + M(\frac{n}{2^i})$$
 
 $$M(n) = an \cdot \frac{1/2^i - 1}{1/2-1} + M(\frac{n}{2^i})$$