"Matrices" Example Sentences
1. The math teacher taught us how to solve equations using matrices.
2. I need to perform matrix multiplication to get the resulting matrices.
3. Solving linear systems using matrices is much easier than other methods.
4. The computer science student is studying how to manipulate matrices in programming.
5. My favorite topic in linear algebra is eigenvalues and eigenvectors of matrices.
6. The class was struggling to understand how to represent data using matrices.
7. I have to use matrices to find the inverse of a given matrix.
8. The physicist used matrices to model different physical systems.
9. I can't solve this problem without using double matrices.
10. The engineering student used matrices to analyze structures and forces.
11. I am fascinated by the wide range of applications for matrices in different fields.
12. The business analyst uses matrices to analyze data and make predictions.
13. The statistics professor is teaching us how to use matrices to analyze data sets.
14. The computer scientist used matrices to develop image recognition software.
15. I had to use nested matrices to solve this complex problem.
16. The mathematician is researching new methods to solve matrices with complex entries.
17. The physics department has a course dedicated to the use of matrices in quantum mechanics.
18. Using matrices, the data scientist was able to identify patterns in the data.
19. The financial analyst used matrices to create efficient portfolios for clients.
20. The biologist used matrices to analyze DNA and protein structures.
21. The economics course required students to use matrices to solve economic systems.
22. The designer used matrices to create a color palette for his latest project.
23. The computer engineer used matrices to optimize the performance of a machine learning algorithm.
24. The doctor used matrices to analyze brain activity in patients.
25. The geologist used matrices to model the behavior of rocks under different conditions.
26. The architect used matrices to create a 3D model of a building.
27. The electrical engineer used matrices to analyze circuits and power systems.
28. The chemist used matrices to analyze chemical reactions and reaction rates.
29. The linguist used matrices to analyze language patterns and to create language models
30. The economist used matrices to study market equilibrium and price changes.
Common Phases
1. Matrix multiplication;
2. Matrix addition;
3. Matrix subtraction;
4. Matrix transpose;
5. Matrix inversion;
6. Row echelon form of a matrix;
7. Reduced row echelon form of a matrix;
8. Determinant of a matrix;
9. Eigenvalues and eigenvectors of a matrix;
10. Linear transformations using
matrices;
11. Orthogonal
matrices;
12. Diagonalization of a matrix;
13. Singular value decomposition of a matrix;
14. Trace of a matrix;
15. Rank of a matrix;
16. Null space of a matrix;
17. Column space of a matrix;
18. LU factorization of a matrix;
19. Cholesky factorization of a matrix;
20. Jordan canonical form of a matrix.