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

Can zero be in a ratio? - Answers

Yes, zero can be part of a ratio. For example, the ratio of 0 to 5 can be expressed as 0:5. However, a ratio cannot have zero as its second term, as that would imply division by zero, which is undefined. Thus, while zero can be included in a ratio, it must be positioned appropriately.



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Can zero be in a ratio? - Answers

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

Yes, zero can be part of a ratio. For example, the ratio of 0 to 5 can be expressed as 0:5. However, a ratio cannot have zero as its second term, as that would imply division by zero, which is undefined. Thus, while zero can be included in a ratio, it must be positioned appropriately.



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

Can zero be in a ratio? - Answers

Yes, zero can be part of a ratio. For example, the ratio of 0 to 5 can be expressed as 0:5. However, a ratio cannot have zero as its second term, as that would imply division by zero, which is undefined. Thus, while zero can be included in a ratio, it must be positioned appropriately.

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      Yes, zero can be part of a ratio. For example, the ratio of 0 to 5 can be expressed as 0:5. However, a ratio cannot have zero as its second term, as that would imply division by zero, which is undefined. Thus, while zero can be included in a ratio, it must be positioned appropriately.

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