can you write set of rational numbers listing elements In it
rollingthunder:
elements,like?
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X such that X blongs to p/q, q doesn't equal to 0
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a number which can be written in the form of p/q where p and q are integers and q is not equal to 0.
here take an example,
0/5 is a rational number.
elements:
0 and 5 are integers.
p which is 5 isn't equals to 0
these are the conditions needed for any number to be rational I.e. it is a rational number
whereas π's value is non terminatinating non recurring . hence, it's irrational.
hope it helps
pls mark my answer as brainiest
here take an example,
0/5 is a rational number.
elements:
0 and 5 are integers.
p which is 5 isn't equals to 0
these are the conditions needed for any number to be rational I.e. it is a rational number
whereas π's value is non terminatinating non recurring . hence, it's irrational.
hope it helps
pls mark my answer as brainiest
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