√5 is irrational ? verify

1.	√5 is irrational ? verify
Answer» ong>Answer: Let US prove that √5 is an irrational number, by USING the CONTRADICTION method. So, say that √5 is a rational number can be EXPRESSED in the form of pq, where Q ≠0. So, let √5 equals pq. Where p, q are co-prime integers i.e. they do not have any common factor except '1'. Step-by-step explanation: I hope you understand this is answer

Answer»

ong>Answer:

Let US prove that √5 is an irrational number, by USING the CONTRADICTION method. So, say that √5 is a rational number can be EXPRESSED in the form of pq, where Q ≠0. So, let √5 equals pq. Where p, q are co-prime integers i.e. they do not have any common factor except '1'.

Step-by-step explanation:

I hope you understand this is answer

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√5 is irrational ? verify​

Let US prove that √5 is an irrational number, by USING the CONTRADICTION method. So, say that √5 is a rational number can be EXPRESSED in the form of pq, where Q ≠0. So, let √5 equals pq. Where p, q are co-prime integers i.e. they do not have any common factor except '1'.

I hope you understand this is answer

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√5 is irrational ? verify