"Factorized" Example Sentences
1. The polynomial has been factorized into linear factors.
2. He factorized the complicated math problem to simplify it.
3. She developed a method for factorizing quadratic equations.
4. The prime factors were factorized to determine the lowest common multiple.
5. The algebraic expression can be factorized by grouping.
6. The factorized form of the expression is much easier to work with.
7. The square root can be factorized into a simpler form.
8. The computer algorithm factorized the large number in seconds.
9. We can factorize the numerator and denominator separately.
10. The equation can be factorized to solve for x.
11. The team factorized the problem into smaller components to solve it more efficiently.
12. The quadratic equation was factorized using the quadratic formula.
13. After factorizing the terms, the equation was much easier to solve.
14. The factorized form of the expression revealed its symmetry.
15. To simplify the equation, we must factorize the terms.
16. The expression can be factorized by finding common terms.
17. Factorizing the data allows for deeper analysis.
18. The software can easily factorize polynomials of any degree.
19. The solution was reached by factorizing and solving for the roots.
20. Factorizing the prime numbers is a common task in number theory.
21. The factorized equation can provide valuable insights into the behavior of the system.
22. By factorizing the cubic equation, we can find the points where it intersects the x-axis.
23. The prime factors were factorized to find the highest common factor of the numbers.
24. The factorization of the expression revealed a hidden pattern.
25. The complicated math problem was factorized using algebraic techniques.
26. After factorizing the expression, we can simplify and evaluate it easily.
27. The factorized form of the matrix allowed for faster computation.
28. Factoring and factorizing are synonymous terms.
29. The polynomial was successfully factorized using a combination of techniques.
30. After factorizing the equation, the resulting expression was much simpler.
Common Phases
1. The equation was
factorized into simpler terms;
2. The data was
factorized to reveal underlying patterns;
3. The problem was
factorized into smaller sub-problems;
4. The code was
factorized to make it more maintainable;
5. The expression was
factorized to simplify calculations;
6. The matrix was
factorized to diagonal form;
7. The polynomial was
factorized into its irreducible components;
8. The algorithm was
factorized into distinct steps;
9. The function was
factorized into reusable modules;
10. The reaction was
factorized into its component parts.