Arithmetic sequences consist of consecutive terms with a constant difference, whereas geometric sequences consist of consecutive terms in a constant ratio. The differences between the two sequence types depend on whether they are arithmetic or geometric in nature. Step 2: Click on the Calculate button to find. To this end, an Arithmetic and Geometric approach are integral to such a calculation, being two sure methods of producing pattern-following sequences and demonstrating how patterns come to work. Step 1: Enter the first term(a), the common difference(d), and the number of terms(n) in the given input box. The terms consist of an ordered group of numbers or events that, being presented in a definite order, produce a sequence. For example, a list of numbers with a constant difference is 2. 140 B D What is the fifth term of the arithmetic sequence 7, 4, 1. In an arithmetic sequence, the difference between two adjacent terms is constant.
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