2,1,15,246 next term in the series?
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Answered by
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341
The sequence is based on the following pattern :
1^{3}-2 = 1-2 = -1
2^{3}-2 = 8-2 = 6
3^{3}-2 = 27-2 = 25
4^{3}-2 = 64-2 = 62
5^{3}-2 = 125-2 = 123
6^{3}-2 = 216-2 = 214
7^{3}-2 = 343-2 = \underline{341}
Hence option [A] is the correct answer.
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