When I divide, I come up with a repeating decimal, and I don't know how to include this as part of the percentage.
When renaming the fraction 4/9 as a percent, what is the answer?
When I divide, I come up with a repeating decimal,
and I don't know how to include this as part of the percentage: 44 and 4/9 %.
If the exercise has no specific instructions about rounding or designating some specified number of decimal points, then I would guess that rounding to 44.4% is good enough.
Otherwise, a standard convention for indicating repeating decimals is to write a bar over the repeating part.
44.4%
PS: Your word "percentage" above should be "percent". If you took (4/9)% of some number, it is the result that's called the percentage.
No, we can't. Those are NOT the same number. If we wish to approximate to two decimal places we would get that. But why did you choose two decimal places rather than, say, three: 44.444?The result is 44.44444444... but we can write it as 44.44 .
That is true when we are rounding to a specific decimal place. But why did you choose to round this to a whole number rather than the two decimal places you rounded to before- which would be 44.67?Mathematics rule is that if the digit after point is more than 5 then we can round off the whole number to a number higher than what it is . Let us say, if the number would have been 44.666 then we could have written it as 45.0.