So the answers are Always or sometimes to describe the statement.
1.) (an irrational number) + (an irrational number) = an irrational number
2.) (a rational number) x (a rational number) = a rational number
3.) (an irrational number) x (an irrational number) = an irrational number
Thanks!
+118608 So the answers are Always or sometimes to describe the statement.
1.) (an irrational number) + (an irrational number) = an irrational number Always
2.) (a rational number) x (a rational number) = a rational number Always
3.) (an irrational number) x (an irrational number) = an irrational number Sometimes
Don't ask me to prove it though :)
1) sometimes -> 1 - 6.?????...... = 3.???????......
so two irrational numbers 6.??? + 3.?????? = 1 (A rational number)
2) yep always
3) Sometimes -> Sqrt(2) * Sqrt(2) = 2
cant edit point 3 above so seperate post -> pi*pi = pi^2 which cant be expressed as a fraction so this is irrational
+118608 So the answers are Always or sometimes to describe the statement.
1.) (an irrational number) + (an irrational number) = an irrational number Always
2.) (a rational number) x (a rational number) = a rational number Always
3.) (an irrational number) x (an irrational number) = an irrational number Sometimes
Don't ask me to prove it though :)
