Letting a be the first term here 2 n be the number of terms here 4 and r be the constant that each term is multiplied by to get the next term here 5 the sum is given by. But in the case of an infinite geometric series when the common ratio is greater than one the terms in the sequence will get larger and larger and if you add the larger numbers you wont get a final answer. The first term of the arithmetic progression is.
For instance a 8 28 3 16 3 19In words a n 2n 3 can be read as the n-th term is given by two-enn plus three.
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