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Q: How does the number of decimal places in the product compare to the number of decimal places in the factors?

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The number of decimal places for the product will be the summation of the amount of decimal places of the 2 factors. For example, if your products have 2 decimals each to the right of zero then the product will have an answer with 4 decimals to the right of zero.

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The number of decimal places in the product must equal the total number of decimal places in the factors. John's product should have 2 decimal places.

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It is false.0.2 * 25 = 5, which has no decimal places.

The product will be greater than either of the factors.

Theoretically, if we are concerning decimal numbers, a decimal number can have an infinite number of decimal factors.

The number of decimal places in the product is the SUM of the decimal places in the multiplicands.

The product will have at most 2 decimal places.

Convert the mixed number to a decimal.

First you convert the decimal into a mixed-number/fraction. Then you have to find the common denominator and compare.

The product of the prime factors of a number is the number itself.

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