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Write an explicit arithmetic sequence for the following pattern: -71, -18, -25, -32,...

Option 1: -71, -18, -25, -32, -39
Option 2: -71, -18, -25, -32, -40
Option 3: -71, -18, -25, -33, -40
Option 4: -71, -18, -26, -32, -39

Answer :

Final answer:

The explicit sequence for the given pattern is: -71, -18, -25, -33, -40.

Explanation:

An explicit (arithmetic) sequence is a sequence in which the difference between consecutive terms is constant. To find the explicit sequence for the given pattern -71, -18, -25, -32,..., we need to determine the common difference between successive terms. In this case, the common difference is 7, as each term is obtained by subtracting 7 from the previous term. So, the correct option is Option 3: -71, -18, -25, -33, -40.

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