TERMO GERAL DE UMA PROGRESSÃO ARITMÉTICA - Exercício
Fundamentals of Elementary Mathematics, vol. 4. Question 30. Obtain the 12th, 27th, and 100th terms of the arithmetic progression (2, 5, 8, 11,...) Let's copy the initial terms of our sequence here. (2, 5, 8, 11,...) According to the statement, this sequence is an arithmetic progression. Therefore, each term, starting from the second, can be obtained from the previous term by adding a number called the common difference.
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