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Professor
Rafa
FranNot all, as some numbers, which are known as "Irrational Numbers" cannot be written in the form, p/q where q doesn't = 0.
Examples are: √2 √3 √5 as they are never ending(non terminating) and non repeating.
Also pi is a irrational which is 22/7 only by approximation, its actual value is not just 3.14 but it is 3.14159265....
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What is a situation in which decimals to work better than a fraction?
nearly all
What are numbers that cannot be written as a fraction numbers with decimals that do not end or repeat?
that is called an irrational number
How can a decimal be a rational number?
Any number that can be written in fraction form is a rational number. This includes integers , terminating decimals , and repeating decimals as well as fractions. An integer can be written as a fraction simply by giving it a denominator of one so any integer in a rational number.
When written as a fraction terminating decimals have a denominator that is a product of which factors?
The only prime factors are 2 and 5.
When you Write ma fraction as a decimals you write decimals Of fractions?
Restate the question: If you can write a fraction as a decimal, can you write a decimal as a fraction?Yes.
