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But notice: $ 8a + 28d = 4(2a + 7d) = 4 imes 112 = 448 $, which is always true. Thus, the system is dependent, but we can pick values. However, we must find $ d $, so re-express.
Sequence: 49, 51, 53, ..., up to 10th term: $ 49 + 9(2) = 67 $. First + eighth: $ 49 + 67 = 116
But is this the only solution? Yes, because from $ 2a + 7d = 112 $, we can express $ a =

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