Q: What is 0.444 repeat as a fraction?

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Yes.

0.0444

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

a terminating or recurring decimal fraction.

Any number that can be written as a fraction:15.2=152/10 etc. Any number without a decimal or fraction: 15. Any numbers with decimal numbers that end (4, 2.5) or repeat (1/3, 55/9).

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514-598-0444 and their in Canada!

if the 7's repeat forever, then the fraction is 7/9. If they do not repeat forever, then the fraction is 7777777777/10000000000.

Yes.

0.324 is a terminating fraction. The only way to express it as a repeating fraction is to express it as 0.323999... (repeating).

It is: 49/11 in its simplest form

1/9 Let P = 0.1111.... & 10P = 1.1111.... Subtract 9P = 1 ( Note the recurring decimals subtract tpo zero) P = 1/9

Assuming you mean that the 51 repeats forever, the fraction is 51/99 If it doesn't repeat, then fraction would be 515151515151/1000000000000

The digits of pi neither repeat or end. They go on forever, but they do not repeat themselves. (Pi is a irrational number, it cannot be written as a fraction).

They form a proper subset of rational numbers.

0.0444

repeating or recurring decimals

If the 6's repeat forever, then it is 2 2/3.