Examples of using Fractions in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
In order to add these two fractions we need to find a common denominator.
And to add these two fractions, we have to find the.
Hairy fractions.
So these fractions are the same thing.
So that's why we're saying those two fractions are equivalent.
We have these two rational expressions, or two fractions, if you will.
Daddy, look what I did! Fractions! All right!
So this is- if I subtract these two fractions right over here.
So now we just have to subtract these two fractions.
Investors purchase fractions.
While in reality, we're all just fractions.
Now, we have written both of them as improper fractions, but we still have different denominators, so we have to have a common denominator.
So now, at the end of the year after compounding roughly 8,700 hours, you will owe me $2.71 and then some fractions of a penny.
So the first thing we want to do is rewrite each of these mixed numbers as improper fractions.
The real numbers are every number that most people are familiar with, including irrational numbers, including transcendental numbers, including fractions-- every number is a real number.
So if we were to add these three fractions, the common denominator is x minus 1 times x minus 2 squared.
Or if you were to actually multiply these fractions out, you would get da times db on the numerator.
They're fractions, but the values in the numerator and the denominator, they are these differentials, these infinitely small changes in these variables.
So LCD of the 2 fractions is going to be the LCM of both of these denominators over here. and if we can make this as common denominators we can add the two fractions. .
Here it's a decimal, here we have two fractions, and then here we have a percentage.