Variation The terms show linear variation. The successive terms show a common ratio. ratio The successive terms show a common difference. The sequence can be divergent or convergent. Nature of sequence The sequence is divergent. The successive terms are obtained by multiplication and division. Obtaining the successive term The successive terms are obtained by addition and subtraction. A geometric sequence is the one in which each successive term differs from the previous one with a constant ratio. 5 Key Points of Difference Between Arithmetic and Geometric Basis Arithmetic Geometric Meaning An arithmetic sequence is the one in which each successive term differs from the previous one with a constant difference. Both these sequences can be divergent.Both arithmetic and geometric are sequences.Bringing out the Similarities between Arithmetic and Geometric for Better Understanding The sequence 64, 16, 4, 1 is a geometric sequence where each successive term is one-fourth of the previous one.Sequence 2, 6, 18, 54, 162 is geometric sequence where each successive term is 3 times the previous one.What is the Difference Between Arithmetic Average and Geometric Average?.What are the Advantages of a Geometric mean?.What is the Difference Between Arithmetic Series and Geometric Series?.What is the General Rule of Geometric Sequence?.What is the Difference Between Geometry and Mathematics?.What are the Examples of Arithmetic Sequences?.What is the Difference Between Arithmetic and Geometric Progression?.How are Arithmetic and Geometric Sequences Similar?.What are Arithmetic and Geometric Sequences?.5 Key Points of Difference Between Arithmetic and Geometric.Bringing out the Similarities between Arithmetic and Geometric for Better Understanding.Arithmetic vs Geometric Sequence Examples.
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