Some people prefer working with fractions to working with percentages (I do) while others prefer things the other way round. If you are reasonably competent , then there are no circumstances when one is better than the other.
Because that it s harder to work out percentages than fractions and decimals
Decimals and percentages are easier to compare than fractions - particularly if they are unlike fractions. That does not explain why percentages are required when we have decimal number and there is no good answer to that!
Yes, provided you consider fractions and percentages as ratios.Yes, provided you consider fractions and percentages as ratios.Yes, provided you consider fractions and percentages as ratios.Yes, provided you consider fractions and percentages as ratios.
To change percentages into fractions, you simply divide by 100.
They can both be converted into decimals and from there into fractions or percentages.
Because that it s harder to work out percentages than fractions and decimals
Decimals and percentages are easier to compare than fractions - particularly if they are unlike fractions. That does not explain why percentages are required when we have decimal number and there is no good answer to that!
Yes, provided you consider fractions and percentages as ratios.Yes, provided you consider fractions and percentages as ratios.Yes, provided you consider fractions and percentages as ratios.Yes, provided you consider fractions and percentages as ratios.
Neither. Some fractions are bigger than some percentages and some are smaller.
To change percentages into fractions, you simply divide by 100.
They can both be converted into decimals and from there into fractions or percentages.
Because percentages are essentially the numerators of fractions with the same denominator, 100.
They are all real numbers. All fractions can be expressed as percentages but not all percentages can be represented as fractions.
Fractions are integers divided by integers. Percentages are the number of hundredths.
I Think Decimals Are Better Than Fractions
Fractions can represent quantities more accurately than percentages when dealing with parts of a whole that are not easily expressed as a percentage. For instance, in cases where the total is not a standard base of 100, such as in recipes or measurements, fractions provide a clearer understanding of proportions. Additionally, fractions can convey precise relationships between quantities, whereas percentages may obscure these details by simplifying them to a common scale. Thus, fractions can often offer a more nuanced representation of a quantity.
Percentages are easier for some purposes, harder for other.