for the last part of my comp assignment, we have to come up with an interesting sequence that would be cool to visualize on a graph...You can use numbers, "n"'s (be the natural numbers, changing as n gets bigger/smaller), fibonacci sequences in it....

any ideas??

Question

for the last part of my comp assignment, we have to come up with an interesting sequence that would be cool to visualize on a graph...You can use numbers, "n"'s (be the natural numbers, changing as n gets bigger/smaller), fibonacci sequences in it....

any ideas??

anonymous · Answer

try the sum of the series with general term 1/r, where r varies from 1 to n.let s be the sum. s=1/1+1/2+1/3+.....+1/n. plot s against n. this is a oscillating type of graph.

mrdoe · Answer

do a power series for a function, like $$\sin x = \sum_{n=0}^{\infty} \frac{ (-1)^n x ^{2n} }{ 2n! }$$

That's sure to impress your prof