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1/10: decimetre; 1/100: centimetre; 1/1000: millimetre. Smaller fractions tend to be used only by particle physicists!
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Using fractions in real life?
You use fractions (or some variation, such as decimals) in any situation where whole numbers are not sufficient. For example, when you want to measure the object of a length in meters, and a whole number of meters is not precise enough.
Why do fractions need a common denominator before you add or subtract them?
Then they have the same units. As a comparison, if you want to add different units of length, for instance meters and centimeters, you have to convert everything to meters (or everything to centimeters), before you add it.
How do you convert fractions to meters?
A metre is a measure of distance in 1-dimensional space. A fraction is a dimensionless number. You cannot convert one to the other.
What are the differents types of fractions?
the different types of fractions are:-proper fractionimproper fractionmixed fraction
What are non equivalent fractions?
Non-equivalent fractions are fractions that are not equal
What are names for fractions like 1-6?
7
What is the fraction names what you are counting?
I am not counting any fractions!
What are the fraction names?
Each of the infinite;y many fractions with infinitely many names!
How far is 1500m in miles?
1609.344 meters in one mile.I hope you are good at fractions.
Is fractions part of metric units?
Yes, you can use fractions in metric units, for example, 1 1/2 meters, or 3/4 liter.
Using fractions in real life?
You use fractions (or some variation, such as decimals) in any situation where whole numbers are not sufficient. For example, when you want to measure the object of a length in meters, and a whole number of meters is not precise enough.
What means a fraction names the same value?
Equivalent fractions have the same value.
9 centimeters equals how many meters in fractions?
9 centimeters = 9/100 of a meter
Is there an easier way to understand subtracting fractions with a different denominator?
Easier than what? The common way to do this is to convert the fractions to the same denominator. Conceptually, this is very simple to understand. As an analogy, you can't directly add meters and centimeters, but once you convert meters to centimeters, you can add everything together.Easier than what? The common way to do this is to convert the fractions to the same denominator. Conceptually, this is very simple to understand. As an analogy, you can't directly add meters and centimeters, but once you convert meters to centimeters, you can add everything together.Easier than what? The common way to do this is to convert the fractions to the same denominator. Conceptually, this is very simple to understand. As an analogy, you can't directly add meters and centimeters, but once you convert meters to centimeters, you can add everything together.Easier than what? The common way to do this is to convert the fractions to the same denominator. Conceptually, this is very simple to understand. As an analogy, you can't directly add meters and centimeters, but once you convert meters to centimeters, you can add everything together.
What are the names of some homework help books that can aid in the learning of dividing fractions?
There are many help books that would aid in dividing fractions homework. These books include Fractions for Dummies and any intermediate math textbook.
What would be used if you were measuring the length of something in meters of inches?
There is no such measurement. There is either metric measurement or not. Do you mean "fractions" of inches?
What are the uses of rational numbers in day to day life?
Any time that whole numbers are not precise enough. For example, if you want to express the length of a table in meters, the length of the table might be somewhere between 1 and 2 meters. To express the length more precisely, you need fractions (or decimals, which are a special case of fractions).
