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The first term in a sequence is \(a,\) and each term thereafter is \(k/11\) greater than the term before it. If \(a\) and \(k\) are both positive integers but only one of them is a prime number, what is the sum of the first \(100\) terms in the sequence?
1) \(2a + 11k = 46\)
2) \(3k = 14 - (2/3)*a\)
The OA is D
1) \(2a + 11k = 46\)
2) \(3k = 14 - (2/3)*a\)
The OA is D
