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You cannot conclude anything.They need not be repeating decimals, they need not be in their simplest form.

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βˆ™ 2017-02-17 13:17:50
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Q: What can you conclude about rational numbers with denominators that are prime?
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Related questions

What can you conclude about rational numbers that have terminating decimals?

Their denominators have prime factors of 2 or 5.


What can you conclude about rational numbers with denominators that are prime numbers?

There is nothing that you can conclude.They could be recurring decimals or terminating decimals [as rational numbers, there is no other form].They may or may not be in their simplified or reduced form: for example 14/7 is a rational number with a prime denominator but it can be simplified.


Are prime numbers rational numbers?

All prime numbers are rational.


Is only prime numbers are rational?

No.


Are all prime numbers rational numbers?

Yes.


Are prime numbers irrational?

All prime numbers are integers. All integers are rational.


What set of numbers does -11 belong to?

rational and prime numbers


Is this rational number is a prime number 29?

29 is rational. Rational numbers are numbers that can be written as a fraction. Irrational numbers cannot be expressed as a fraction.


Are all prime numbers rational numbers and why?

Yes, they're integers.


What is the relationship between prime numbers and rational numbers?

All prime numbers are rational number because they can be expressed as 'top heavy' fractions as for example the prime number 3 as a fraction is 3/1


What do you hypothesize about rational numbers with denominators that are prime numbers?

There is no special hypothesis that you can come up with. You could, of course, hypothesize that they are special numbers. It is a hypothesis even if a rubbish one.


Is every prime number a rational number?

Yes. Rational numbers are numbers that can be written as a fraction. Irrational numbers cannot be expressed as a fraction.

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