If a and b are 2 numbers such that ab is not a perfect square- then -a b is an irrational number lying between the 2 numbers-A- TrueB- False

The correct option is A True True.If a and b are 2 numbers such that ab is not a perfect square , then √(ab) is an irrational number lying between the 2 number ...

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Standard IX

Mathematics

Number Line

If a and b ar...

Question

If a and b are 2 numbers such that ab is not a perfect square , then $\sqrt{a b}$ is an irrational number lying between the 2 numbers.

True

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False

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Solution

The correct option is A
True

True.If a and b are 2 numbers such that ab is not a perfect square , then $\sqrt{a b}$ is an irrational number lying between the 2 numbers.For example, take 3 and 4 then we can see that $\sqrt{12}$ lies between the two numbers

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If a and b are 2 numbers such that ab is not a perfect square , then √ab is an irrational number lying between the 2 numbers.

The correct option is A True True.If a and b are 2 numbers such that ab is not a perfect square , then √ab is an irrational number lying between the 2 numbers.For example, take 3 and 4 then we can see that √12 lies between the two numbers

If a and b are 2 numbers such that ab is not a perfect square , then $\sqrt{a b}$ is an irrational number lying between the 2 numbers.

The correct option is A
True

True.If a and b are 2 numbers such that ab is not a perfect square , then $\sqrt{a b}$ is an irrational number lying between the 2 numbers.For example, take 3 and 4 then we can see that $\sqrt{12}$ lies between the two numbers