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Find the next four terms in the arithmetic sequence. -15, -7, 1, ...

Question:

Find the next four terms in the arithmetic sequence.

-15, -7, 1, ...

Arithmetic Sequence:

A sequence of the type {eq}a, a+d, a+2d, a+3d, \dotsm{/eq} is known as an arithmetic sequence. In this sequence, the difference between any two consecutive numbers is constant and this difference is known as the common difference. If three terms of a sequence are given, then we can find any terms of the sequence.

Answer and Explanation: 1

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Given

  • The arithmetic sequence is {eq}-15, -7, 1, ...{/eq}

Required

  • The next four terms int the sequence are {eq}-15, -7, 1, ...{/eq}

Solution

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Writing Rules for Arithmetic Sequences

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Chapter 9 / Lesson 7
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Understand what an arithmetic sequence is and discover how to solve arithmetic sequence problems using the explicit and recursive formulas. Learn the formula that explains how to sum a finite number of terms of an arithmetic progression.


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