Give an example of two irrational numbers, whose quotient is a rational number. √5,√2; √8,√2; √3,√2; √7,√2.

The number are √15 and √5. Their quotient √15√5=√3, which is an irrational number. Consider option B. The number are √45 and √5. Their quotient √45√5= ...

18 июн. 2018 г. · The quotient of two irrational numbers might be rational, such as ✔ 12/✔ 3 = 2, or as ln(8)/ln(2) = 3. The quotient of two irrational numbers ...

We can get either a rational number or irrational number by dividing two irrational numbers. Hence we get the answer as D).

In one case on dividing two irrational numbers we get a rational number whereas in the second case we find that we get an irrational number.

21 июн. 2012 г. · Obviously you can divide an irrational number by itself to get one, but what if the two numbers are different? Like for sqrt(2)/pi (I found out ...

24 мая 2020 г. · The quotient of two irrational numbers is always irrational. True or false - Brainly.in.

7 авг. 2024 г. · Conclusion: Thus, the two irrational numbers √3 and √27 have been shown to yield rational quotients 3 and 13.

15 мая 2019 г. · Of course not. Here is a counter-example: √27 and √3 are both irrational, but their quotient, three, is rational.

4 июн. 2019 г. · If we take for example,two irrational numbers, eg:6 under root 7 and 2 under root 7, then, as we can see clearly,that 3 is not an irrational number.