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The expressions "prime" and "composite" are used for integers. These terms don't make sense for fractions or decimals. The reason they don't make sense is that the definition of "prime" is based on divisibility between integers. If you allow division between any real numbers, any number is "divisible" (can be divided) by any other number (except division by zero).
The expressions "prime" and "composite" are used for integers. These terms don't make sense for fractions or decimals. The reason they don't make sense is that the definition of "prime" is based on divisibility between integers. If you allow division between any real numbers, any number is "divisible" (can be divided) by any other number (except division by zero).
The expressions "prime" and "composite" are used for integers. These terms don't make sense for fractions or decimals. The reason they don't make sense is that the definition of "prime" is based on divisibility between integers. If you allow division between any real numbers, any number is "divisible" (can be divided) by any other number (except division by zero).
The expressions "prime" and "composite" are used for integers. These terms don't make sense for fractions or decimals. The reason they don't make sense is that the definition of "prime" is based on divisibility between integers. If you allow division between any real numbers, any number is "divisible" (can be divided) by any other number (except division by zero).
Wiki User
∙ 14y ago
Wiki User
∙ 14y agoThe expressions "prime" and "composite" are used for integers. These terms don't make sense for fractions or decimals. The reason they don't make sense is that the definition of "prime" is based on divisibility between integers. If you allow division between any real numbers, any number is "divisible" (can be divided) by any other number (except division by zero).
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