What Is the Nth Term of 2 5 8 11

In this case the result will look like this. 5 16 80.

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3 4 12.

. 4 8 32. Let nth term is 88. 2 2 4.

Which term of the AP 3 8 13 18. To obtain an n-th term of the arithmetico-geometric series you need to multiply the n-th term of the arithmetic progression by the n-th term of the geometric progression. 1-52-47 - 18 n - 1-52 n 27 There are 27 terms.

AP is 3 8 13 18. 1 1 1. Here First term a 3 Common difference d 8 3 5 nth term of AP is a n a n 1 d Now 88 3 n 15 88 3 n 1 x 5 n 1 88 5.

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