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Terms in a Sequence

If the number...

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If the numbers 2n − 1, 3n + 2 and 6n − 1 are in AP, then find n and hence find the numbers.

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If the number $(2 n - 1), (3 n + 2)$ and $(6 n - 1)$ are in AP, find the value of $n$ and the numbers.

Q. Very-Short and Short-Answer Questions

If the numbers (2n − 1), (3n + 2) and (6n − 1) are in AP, find the value of n and the numbers. [CBSE 2013C]

6 n

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\frac{3 n}{(6 n - 1) (6 n - 2)}

Find the sum of $1. n^{2} + 2 (n - 1)^{2} + 3 (n - 2)^{2} + . . . . . . n {.1}^{2}$

Q. Find the value of p for which the numbers 2p-1, 3p+1, 11 are in AP. Hence, find the A.P.

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Terms in a Sequence

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