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# Is 14.3729 a ration or irrational number?

Updated: 10/17/2022

Wiki User

9y ago

It is a rational number because it can be expressed as a fraction

Wiki User

9y ago

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Q: Is 14.3729 a ration or irrational number?
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### What is The sum of a ration and an irrational number?

The sum of the three can be rational or irrational.

### What is the product of a rational and irrational number?

It is usually irrational but it can be rational if the ration number in the pair is zero. So the correct answer is "either".

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It is not, it is irrational. So the question is misguided.

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An irrational number is a real number that is not ration. That is, it is a real number than cannot be expressed as a ratio of two integers: that is, as a/b where b is not zero.

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No - the sets of rational and irrational numbers have no intersection. A rational number is any Real number that CAN be represented as a ratio of two integers where the denominator is not zero. An Irrational number is any Real number the CANNOT be represented as a ration of two integers.

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I think you mean rational. No, there are irrational numbers, like pi, and unreal numbers, like 2/0

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Let A be a non-zero rational number and B be an irrational number and let A*B = C.Suppose their product C, is rational.Then, dividing both sides of the equation by A gives B = A/C.Now, since A and C are both rational, A/C must be rational.Therefore you have B (irrational) = A/C (irrational).Clearly, this is impossible and therefore the supposition must be wrong. That is to say, A*B cannot be ration or, it must be irrational.

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I'm pretty sure the golden ration is irrational, meaning it has an infinitely long non-repeating sequence of numbers after the decimal.

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Prefix - ir Root - ration Suffix - al

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No. The sum of an irrational number and any other [real] number is irrational.