Sequence and series
Sequence and series (Questions)
Notes:
The nth term in an arithmetic progression is: an = a + (n-1)d
sum of the nth terms in an arithmetic progression is Sn = n/2(2a + (n-1)d)
A. Solve the following arithmetic progression questions.
- If the 10th term is 21 while the 12nd term is 25, what is the common difference (d) and also the second terms of the series.
- Find the 10th term of the series (Given that the sum of the nth terms in an arithmetic progression is Sn = 3n + n2).
Sequence and series (Answers)
- d = 2, a2 = 5
- a5 = 22
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