Show that √8 is a rational number
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Answer:
√8 is not a rational number
Explanation:
rational number is in the form of p/q
but √8 is not in the form of p/q
Answered by
0
Answer:
Rational numbers are those which can be expressed in fraction form. That means that can be written in a/b form or a:b form.
Here we have to see if √8 is a rational number or not.
So by prime factorisation method , we found out that √8 is equal to √2×2×2.
That means it is equal to 2√2.
Now, according to the definition of rational numbers, 2√2 can not be expressed in fraction format.
Hence √8 is not a rational number.
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