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Q: Division for this fraction ends with a remainder of zero?
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How do you turn a division into a decimal fraction?

You do a long division, adding decimal digits until you get a remainder of zero (terminating decimal) or a repeating pattern of decimal digits.


How do you use zero in a sentence?

When I did my division, the answer was 32 and the remainder was Zero


When remainder is zero the improper fraction is?

When the remainder is zero the answer is a whole number. Put that number over 1 for an improper fraction.


Can you divide a fraction by zero?

Division by zero is not possible in arithmetic.


What goes into twelve and fifty-four hundredths?

The concept of divisibility (division without remainder) makes sense only for integers, not for fractions. Any non-zero fraction goes into another fraction.


Is negative nine over Zero a fraction?

-9 over anything but zero is a fraction. Division by zero is undefined.


A number is divisible by another number when the is zero?

"... remainder after division ..."


What is the remainder if 5142 is divided by 2 as a fraction?

2571


How can you convert a remainder into a fraction or decimal?

To turn a remainder into a fraction you just put the remainder over the dividend. To turn a remainder into a decimal put a decimal in the divisor and in the answer so far, put a zero, bring the zero down and divide what you now have. If that does not come out evenly add another zero in the dividend and do that until it come out evenly


A number is divisible by another?

A number is divisible by another when the remainder of the division is zero.


When a fraction is changed to decimal and the remainder is zero the decimal is called?

a repeating decimal


How do you do fractional as decimal?

You undertake a long division. Any fraction is a rational number and so its decimal representation must be terminating or recurring. A terminating decimal will mean that the long division reaches a point when the remainder is zero. A recurring decimal sequence is equivalent to the long division going through a cycle of remainders.