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What else can I help you with?
How percents are rational numbers?
Because percentages can be expressed as fractions which are rational numbers
How do you find percents of rational numbers?
The answer will depend on whether you want percentage equivalents of rational numbers or one rational number as a percentage of another.
What is expressing rational numbers as percents?
It is finding an equivalent number whose denominator is 100.
What is it called when fractions terminating repeating decimals integers and percents called?
They are called rational numbers
Does percents are rational or irrational?
It depends on the percentage. A 1 cm arc of a circle whose radius is 1 cm will represent 100*1/(2pi) % = 50/pi % and that is an irrational percentage. A semicircular arc of the same circle will represent 50%, which is rational.
Are percents rational?
I'm not sure...
Are percents rational numbers?
I'm not sure...
How percents are rational numbers?
Because percentages can be expressed as fractions which are rational numbers
How do you find percents of rational numbers?
The answer will depend on whether you want percentage equivalents of rational numbers or one rational number as a percentage of another.
What is expressing rational numbers as percents?
It is finding an equivalent number whose denominator is 100.
What is it called when fractions terminating repeating decimals integers and percents called?
They are called rational numbers
Does percents are rational or irrational?
It depends on the percentage. A 1 cm arc of a circle whose radius is 1 cm will represent 100*1/(2pi) % = 50/pi % and that is an irrational percentage. A semicircular arc of the same circle will represent 50%, which is rational.
Who invented percents?
No one invented percents.
What are the percents of India's religion?
20 percents
percents?
percents are numbers over 100
Are fractions greater than percents?
They are all the same, fractions can be turned into percents and percents can be turned into fractions. hope that helps :)
What do you notice about percents and their decimal equivalents?
Percents are 100 times larger (and that is by definition!).
