Question: Consider the geometric series which has the value 1/(1 - r) provided |r| be the sum of the first n terms. The magnitude of the
Consider the geometric series
which has the value 1/(1 - r) provided |r| be the sum of the first n terms. The magnitude of the remainder Rn is the error in approximating S by Sn. Show that?
S = pk k=0 R = S-S Sn ph 1 r
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