The sum of 10 terms of a geometric series is (a0r10-a0)/(1-r).
Make the substitution r=1/2 and do the algebra tp find a0.
Then use a0 and r to compute the 11th term.
Kevin L.
asked 07/19/21The sum of the first 10 terms of a geometric sequence is 4 – 2^-8. If the common ratio is 1/2, find the first term of the sequence. Use this to determine the 11th term of the sequence.
The sum of 10 terms of a geometric series is (a0r10-a0)/(1-r).
Make the substitution r=1/2 and do the algebra tp find a0.
Then use a0 and r to compute the 11th term.
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