| 41. | One way to consider this is that the real value often has the characteristics of an irrational number.
|
| 42. | In principle, the stories can be combined, since it is possible to discover irrational numbers when constructing dodecahedrons.
|
| 43. | These irrational numbers are called normal.
|
| 44. | It is also an irrational number.
|
| 45. | Every irrational number which is constructible.
|
| 46. | The question here is really, can we construct an irrational number with a finite number of rational parts?
|
| 47. | Some people used to deny the existence of irrational numbers, and only believed that rational numbers truly existed.
|
| 48. | An irrational number stays aperiodic ( with an infinite number of non-repeating digits ) in all integral bases.
|
| 49. | It has been suggested that Fibonacci relationships are not the only irrational number based relationships evident in waves.
|
| 50. | He is considered the first mathematician to systematically use and accept irrational numbers as solutions and coefficients to equations.
|
