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How is 16 a rectangular number? - Answers

A rectangular number is defined as the product of two integers, which can represent the area of a rectangle with integer dimensions. The number 16 can be expressed as the product of 4 and 4, or 2 and 8, giving it the rectangular dimensions of 4x4 or 2x8. Therefore, 16 can form rectangles with these integer side lengths, confirming it as a rectangular number.



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How is 16 a rectangular number? - Answers

https://math.answers.com/math-and-arithmetic/How_is_16_a_rectangular_number

A rectangular number is defined as the product of two integers, which can represent the area of a rectangle with integer dimensions. The number 16 can be expressed as the product of 4 and 4, or 2 and 8, giving it the rectangular dimensions of 4x4 or 2x8. Therefore, 16 can form rectangles with these integer side lengths, confirming it as a rectangular number.



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https://math.answers.com/math-and-arithmetic/How_is_16_a_rectangular_number

How is 16 a rectangular number? - Answers

A rectangular number is defined as the product of two integers, which can represent the area of a rectangle with integer dimensions. The number 16 can be expressed as the product of 4 and 4, or 2 and 8, giving it the rectangular dimensions of 4x4 or 2x8. Therefore, 16 can form rectangles with these integer side lengths, confirming it as a rectangular number.

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      A rectangular number is defined as the product of two integers, which can represent the area of a rectangle with integer dimensions. The number 16 can be expressed as the product of 4 and 4, or 2 and 8, giving it the rectangular dimensions of 4x4 or 2x8. Therefore, 16 can form rectangles with these integer side lengths, confirming it as a rectangular number.

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