| 11. | :: They will be irrational, but not all irrational numbers fit that description.
|
| 12. | Being an irrational number, cannot be expressed exactly as a compass and straightedge.
|
| 13. | It can't be an algebraic irrational number like " 2.
|
| 14. | An irrational number is an irreducable function of a real number.
|
| 15. | For all irrational numbers, the decimal expansion goes on forever and never repeats.
|
| 16. | First, there was the previously mentioned reluctance to accept irrational numbers as true numbers.
|
| 17. | They are credited with numerous mathematical advances, such as the discovery of irrational numbers.
|
| 18. | No irrational number is " regular " in any base.
|
| 19. | How do you actually find iterative methods for irrational numbers?
|
| 20. | The Golden Ratio is an irrational number approximating 1.6180 which has special mathematical properties.
|
