Q: Are benchmark fractions helpful to numbers greater than 1?

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yes because it helps me so much and they were really good and helped me

no because only 1, 0, and a half are benchmark fractions other fractions fall between those numbers

Benchmark fractions are common fractions that you can use to judge other numbers against. These fractions are commonly known fractions that serve as a relevant reference point for measurement comparison. Common benchmark fractions include 1/3, 1/4, 1/2, 2/3 and 3/4.

Mixed numbers are greater than proper fractions.

Mixed numbers are greater than proper fractions.

There are 3 Parts of fractions: 1:Improper Fractions Improper fractions are those fractions which numerator is greater than the denominator. 2:Proper Fractions Proper Fractions are those fractions which numerator is smaller than the denominator. 3:Mixed Numbers Mixed Numbers are those numbers which have a whole number and a part of fraction.

In case of Proper fractions the numerator is lesser than the denominator. Whereas in case of improper fractions and mixed fractions the numerator is greater than denominator.

Related concepts to fractions include ratios, proportions, percents, decimals, probabilities, cents, division, inverses. Parts of fractions are numerator and denominator. Fractions greater than 1 are improper fractions or mixed numbers.

When the numbers are greater than 1

benchmark numbers

No. The more zeroes there are in front of the last number, the less the entire number is worth. Not even 0.009 is greater than 0.01, because of the zeroes in front. If you ever look at a pair of numbers and you're still not sure, it's also helpful to turn them into fractions and see which is worth more. (:

generally we think of fractions as being rational numbers between 0 and 1, thus all whole numbers other than zero will be greater than a fraction.