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The mean of an ascending sequence of positive consecutive two-digit integers is the reverse of the first term. If the sum of the first and last terms is less than \(100,\) how many such sequences are there?
A. \(4\)
B. \(5\)
C. \(6\)
D. \(7\)
E. \(8\)
The OA is C
A. \(4\)
B. \(5\)
C. \(6\)
D. \(7\)
E. \(8\)
The OA is C
