The sequence formed when every term of an arithmetic progression is multiplied or divided by a fixed number is

A geometric progression

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An arithmetic progression

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Not an arithmetic progression

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A list of numbers with no pattern

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Solution

The correct option is B An arithmetic progression
The sequence formed when every term of an arithmetic progression is multiplied or divided by a fixed number is an arithmetic progression because the common difference of the original A.P. will also get multiplied by the fixed number.

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An arithmetic progression is defined as a sequence of numbers with a constant difference between consecutive terms.

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