3. Show that ³√6 is not a rational number.
Answers
Answered by
2
A RATIONAL NUMBER CAN ONLY BE REPRESENTED IN THE FORM OF P/Q WHERE P AND Q ARE INTEGERS AND Q CANNOT BE EQUAL TO 0
IN THE CASE OF "CUBE ROOT 6",IT CANNOT BE REPRESENTED IN THE FORM P/Q
SO IT IS NOT A RATIONAL NUMBER
IN THE CASE OF "CUBE ROOT 6",IT CANNOT BE REPRESENTED IN THE FORM P/Q
SO IT IS NOT A RATIONAL NUMBER
Similar questions