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https://math.answers.com/math-and-arithmetic/Does_sequence_mean_repition

Does sequence mean repition? - Answers

No, sequence does not inherently mean repetition. A sequence refers to an ordered arrangement of elements, which can be distinct or repeated. For example, in mathematics, a sequence can consist of unique numbers or can include repeated values, such as in the Fibonacci sequence. Thus, while repetition can occur within a sequence, it is not a defining characteristic.



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Does sequence mean repition? - Answers

https://math.answers.com/math-and-arithmetic/Does_sequence_mean_repition

No, sequence does not inherently mean repetition. A sequence refers to an ordered arrangement of elements, which can be distinct or repeated. For example, in mathematics, a sequence can consist of unique numbers or can include repeated values, such as in the Fibonacci sequence. Thus, while repetition can occur within a sequence, it is not a defining characteristic.



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https://math.answers.com/math-and-arithmetic/Does_sequence_mean_repition

Does sequence mean repition? - Answers

No, sequence does not inherently mean repetition. A sequence refers to an ordered arrangement of elements, which can be distinct or repeated. For example, in mathematics, a sequence can consist of unique numbers or can include repeated values, such as in the Fibonacci sequence. Thus, while repetition can occur within a sequence, it is not a defining characteristic.

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      No, sequence does not inherently mean repetition. A sequence refers to an ordered arrangement of elements, which can be distinct or repeated. For example, in mathematics, a sequence can consist of unique numbers or can include repeated values, such as in the Fibonacci sequence. Thus, while repetition can occur within a sequence, it is not a defining characteristic.

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