| 41. | If I have a Fraction class, it would have an attribute numerator, right?
|
| 42. | The integral in the numerator can only be performed for specific models of impurity excitons.
|
| 43. | With " k " factors in both the numerator and denominator of the fraction.
|
| 44. | A similar situation is seen if the term in the numerator is a power of two.
|
| 45. | Where the numerator is the upper incomplete gamma function and the denominator is the gamma function.
|
| 46. | One way to compare fractions with different numerators and denominators is to find a common denominator.
|
| 47. | The numerator contains the magnitude of the bispectrum summed over all of the time series segments.
|
| 48. | Except for a different start, the numerators are found in the " Josephus problem ".
|
| 49. | The two quantities within the parentheses in the numerator may have the same or opposite signs.
|
| 50. | Apply the cover-up rule to solve for the new numerator of each partial fraction.
|
