Question about number
I have some question about pronouncing numbers:
if 1/2= a half, 1/4= a quarter,
then how about 1/5 or 3/5 or some bigger number like 25/37?
Search from various English teachers...
Answers · 5
3
Here's my take on it as a Maths and Statistics graduate.~
Usually when we talk about fractions with large numerators or denominators, we can say:
1/5
One over five
One divided by five
a fifth/one fifth
3/5
Three over five
Three divided by five
three fifths
25/37 =
twenty five over thirty seven
twenty five all over thirty seven
twenty five divided by thirty seven
twenty-five , thirty-sevenths
Simply because once you start working with large numbers, it can be confusing when I want someone to understand (when I'm talking over the phone):
234/478.
'two hundred and thirty four' over 'four hundred and seventy eight.'
'two hundred and thirty four' divided by 'four hundred and seventy eight.'
Of course you can also say:
two hundred and thirty four , four hundred and seventy eighths
Saying the over/divided words in English makes it clear that it's a fraction.
A number such as 0.749 is pronounced as:
'seven hundred forty nine thousandths'
Which people may get confused with. (simply because in maths/science/engineering it may be useful to work in fractions or decimals.)
Personally, I think decimals is harder to pronounce (even for English natives). I hope that helps!
2
We always use the ordinal numbers (past 2) for fractions.
So...it would be one fifth, three fifths or twenty-five thirty-sevenths (so add s when more than one part).
Good luck!
2
1/5 = one fifth
3/5 = three fifths
25/37 = twenty five thirty sevenths
So basically, put th or ths at the end of the last number
1
1/5 one fifth
3/5 three fifths
25/37 twenty five thirty sevenths
Although I would say you would not really usethe last one ever.
1
Once you've got past 4 (i.e. a quarter), all the numbers for fractions like this become the same as the corresponding ordinal (-th) numbers, so in your examples:
1/5 = a fifth / one-fifth
3/5 = three fifths
25/37 = twenty-five thirty-sevenths
Still haven’t found your answers?
Write down your questions and let the native speakers help you!
Don’t miss out on the opportunity to learn a language from the comfort of your own home. Browse our selection of experienced language tutors and enroll in your first lesson now!
Start Learning Today
