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An irrational number.

eg Pi (3.141592.......)

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βˆ™ 15y ago
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Q: What is a decimal that neither terminates nor repeates?
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What is a number whose decimal form neither terminates nor repeats called?

Such as pi? That would be an irrational number.


Which is a terminating descimal one third or one ninth?

Neither 1/3 nor 1/9 terminates as a decimal.


If a number is a real number can it be rational and irrational simultaneously Why?

No. A rational number is a number that either terminates or repeats. An irrational number neither terminates nor repeats. Therefore, it cannot be both.


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300 ml is a measure of volume. A decimal is a number - pure and simple - neither mass, nor volume, neither length not time. So there is no decimal that is the same as 300 ml.


Prove that Pi is an irrational number?

Every rational number has a decimal expansion that either terminates (like 42.23517) or repeats (like 26.1447676767676...)Pi's decimal expansion neither terminates nor repeatsHence, Pi cannot be rational.If we could prove the first two statements, this would constitute a proof that Pi is irrational, but most people cannot provide proof of either. Most proofs on this issue are quite technical, but I'm hoping to return to this question with a suitable answer soon.


What kind of decimal compound do salt and water form?

Salt and water do not form a compound of any kind - neither decimal nor chemical.


Is 0.12345 irrational?

If the decimal of a fraction either terminates or ends with a repeating cycle of digit(s) then it is a rational number; otherwise it does not terminate nor does it have a repeating cycle of digit(s) at the end and is irrational. 0.12345 terminates as so it rational If that was repeating, as in 0.123451234512345..., then it is still rational.


When must you use nor and when to use neither?

Neither, then nor; eg neither Jack nor John can ski.


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What word goes with neither?

"Nor" typically pairs with "neither" to form a correlative conjunction. For example, "She wanted neither the red dress nor the blue dress."


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Decimals that terminate or repeat in some fashion are rational, while decimals that expand forever are irrational.