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The factor form of repeated multiplication for 29 is simply ( 29 = 29^1 ). This indicates that 29 is multiplied by itself zero times, which equals 1, and is represented as a single factor. In terms of repeated multiplication, you could also express it as ( 29 \times 1 ), but the simplest form remains ( 29^1 ).

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What is the factor form and repeated multiplication of 29?

The factor form of 29 is simply ( 29 ) itself, as it is a prime number and cannot be factored into smaller positive integers. The repeated multiplication of 29, representing it as a product of itself, can be written as ( 29^1 ), which is just 29. If you were to express it with more than one factor, you could write ( 29 \times 1 ), but the essence remains that 29 is a singular factor.


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