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Increasing Sequence
U[n-1]-U[n]>0 then U[n+1]>U[n]
Decreasing Sequence
U[n+1]-U[n]<0 then U[n+1]<U[n]
nth term arithmetic
a+(n+1)d
nth term geometric
ar^n-1
Sum of an infinite geometric sequence
a/1-r
Sum of an arithmetic sequence
n/2 [2a+(n+1)d] or n/2 (a+L)
Sum of a geometric sequence
[a(1-r^n)]/1-r