find two numbers which on multiplication with root 180 gives a rational number.are these numbers rational or irrational?
Answers
Answered by
361
Solution:-
The number = √180 = √2*2*3*3*5
= 6√5
Now, it is a irrational number, and if we want to make it rational, we can multiply it by √5 or 2√5.
The product will be
1) 6√5 × √5 = 30
2) 6√5 × 2√5 = 60
These product are rational number and the two chosen numbers will be irrational numbers.
The number = √180 = √2*2*3*3*5
= 6√5
Now, it is a irrational number, and if we want to make it rational, we can multiply it by √5 or 2√5.
The product will be
1) 6√5 × √5 = 30
2) 6√5 × 2√5 = 60
These product are rational number and the two chosen numbers will be irrational numbers.
Answered by
59
Answer:
The no. is √180= 6√5 this is irrational no.
Step-by-step explanation:
If you want to make this no rational,
Multiply 6√5 by 2√5 or √5
6√5*√5= 30
6√5*2√5= 60
these nos are rational
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