Algebraic example sentences

Related (4): polynomial, equation, expression, manipulation

"Algebraic" Example Sentences

1. The student excels in algebraic equations.
2. The algebraic manipulation of the variables can be tricky.
3. The theorem relies on algebraic reasoning.
4. Algebraic notation is used to simplify complex equations.
5. The algebraic formula simplifies the process.
6. The algebraic expression can be factored.
7. The equation requires an algebraic solution.
8. The algebraic symbols represent mathematical operations.
9. The algebraic equation has two variables.
10. The algebraic expression can be simplified with some substitutions.
11. The algebraic expression has no real solutions.
12. The quadratic formula requires a solid grasp of algebraic concepts.
13. The algebraic model accurately predicts the outcome.
14. The algebraic approach to the problem is more efficient.
15. The algebraic manipulation of the problem resulted in a simpler solution.
16. The algebraic process involves solving for the unknown variable.
17. The algebraic identity relates two different variables.
18. The algebraic principle can be applied to a variety of problems.
19. The algebraic calculus involves manipulating polynomials and equations.
20. The algebraic equation demonstrates proportional change.
21. The algebraic proof supports the hypothesis.
22. The algebraic formula is used extensively in physics.
23. The algebraic expression can be plotted on a graph.
24. The algebraic concept was first introduced in ancient civilizations.
25. The algebraic system allows for the formalization of mathematical reasoning.
26. The algebraic manipulation can sometimes be simplified through geometric reasoning.
27. The algebraic expression can be simplified through substitution.
28. The algebraic equation can be used to solve real-world problems.
29. The algebraic notation allows for concise communication of mathematical ideas.
30. The algebraic approach to calculus involves the study of functions and their derivatives.

Common Phases

1. Solve for x using algebraic equations;
2. Factor the algebraic expression completely;
3. Simplify the algebraic equation by combining like terms;
4. Use algebraic rules to solve the system of equations;
5. Find the roots of the algebraic function;
6. Determine the domain and range of the algebraic equation;
7. Write an algebraic equation to model the situation;
8. Determine if the algebraic expression is linear or quadratic;
9. Use algebraic manipulation to solve for the variable;
10. Apply the algebraic formula to find the solution.

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