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is a composite number. Explain why?
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Q. is a composite number. Explain why?
- Identify Integers: Question_prompt: Is a composite number?
- Confirm Integer Result: First, notice that , , , , , , and are all integers.
- Composite Number Definition: Since we're multiplying several integers together, the result will also be an integer.
- Product of Integers: Adding to the product of these integers will still result in an integer.
- Composite Number Status: A composite number is a positive integer that has at least one positive divisor other than and itself.
- Addition of : The product of any set of integers greater than one will always have divisors other than one and itself, because it's the product of multiple numbers.
- Conclusion: Therefore, is already a composite number because it has more divisors than just one and itself.
- Conclusion: Therefore, is already a composite number because it has more divisors than just one and itself. Adding to a composite number does not change its status as a composite number.
- Conclusion: Therefore, is already a composite number because it has more divisors than just one and itself. Adding to a composite number does not change its status as a composite number. Thus, is also a composite number.
