"Congruential" Example Sentences
1. The congruential property is essential in mathematics.
2. The congruential relationship between the two triangles was undeniable.
3. We need to prove that the congruential angles are equal.
4. The congruential segments were the same length.
5. The congruential figures had identical shapes and sizes.
6. The congruential circles overlapped perfectly.
7. It was important to ensure that the triangles were congruential before continuing the proof.
8. The congruential property is a fundamental concept in geometry.
9. The congruential markings on the graph showed identical coordinates.
10. The congruential polygons had matching angles and sides.
11. The congruential transformations created symmetrical patterns.
12. It was clear that the two lines were congruential based on their lengths.
13. The congruential triangles shared identical corresponding sides.
14. The congruential pieces of a puzzle fit together perfectly.
15. The congruential squares each had a side length of 4 units.
16. The congruential triangles could be superimposed onto each other perfectly.
17. The congruential pentagons had five equal sides.
18. The congruential quadrilaterals had four equal angles.
19. The congruential shapes allowed for easy comparison and analysis.
20. The congruential quadrants on the grid each had an area of 25 units.
21. The congruential measurements proved that the shapes were identical.
22. The congruential angles were a key factor in solving the problem.
23. The congruential images showed that the transformation was accurate.
24. The congruential triangles could be solved using the SAS (side-angle-side) rule.
25. The congruential shapes were symmetrically pleasing to look at.
26. The congruential figures could be translated, rotated, or reflected without changing their size or shape.
27. The congruential lines intersected at the same point.
28. The congruential triangles allowed us to calculate the missing side lengths.
29. The congruential ratios were used to find the area of the figure.
30. The congruential polygons had identical diagonals.
Common Phases
1. Generating pseudo-random numbers using a
congruential algorithm;
2. The
congruential method is a widely used approach to generating random numbers;
3. Linear
congruential generators are a popular type of
congruential random number generator;
4. The main advantage of
congruential random number generators is their speed;
5. However, the quality of the generated random numbers depends on the choice of the
congruential parameters;
6. The period of a
congruential random number generator is limited by the chosen modulus;
7. Multiplicative
congruential generators are a subclass of linear
congruential generators;
8. The choice of the multiplier in a
congruential generator can significantly affect the statistical properties of the generated random numbers;
9. In practice,
congruential random number generators are often combined with other techniques to improve the quality of the generated random numbers (e.g., by adding or multiplying multiple
congruential streams).