Equations example sentences

Related (17): variables, coefficients, solutions, systems, linear, quadratic, differential, simultaneous, polynomial, partial, nonlinear, algebraic, transcendental, root, matrix, eigenvalue, eigenvector

e·qua·tion

noun

equations (plural noun)

  - a statement that the values of two mathematical expressions are equal (indicated by the sign =).

  - the process of equating one thing with another:

  - a situation or problem in which several factors must be taken into account:

  - a symbolic representation of the changes which occur in a chemical reaction, expressed in terms of the formulae of the molecules or other species involved.

"Equations" Example Sentences

1. The equations in this math problem are quite complex.
2. To solve this problem, you need to use equations.
3. Can you write down the equations that you used to solve that problem?
4. Equations are crucial in science and engineering fields.
5. Without equations, it would be hard to explain the laws of physics.
6. I'm struggling to understand these equations, can you help me?
7. Calculating the velocity requires using equations.
8. The answer can be found by solving the equations.
9. To balance this chemical reaction, you need to use equations.
10. Equations are not just numbers and symbols, they have real-world applications.
11. You can use simultaneous equations to solve for multiple variables.
12. Linear equations are used to describe straight lines.
13. Quadratic equations are used to describe a parabolic curve.
14. Exponential equations are used in biology and economics.
15. Equations are an important tool in understanding complex systems.
16. Solving equations involves isolating the variable.
17. Complex equations may require the use of software to solve.
18. Equations can be used to predict outcomes.
19. The equations used in this statistical analysis are very sophisticated.
20. Teachers often use equations to demonstrate mathematical concepts.
21. Solving differential equations requires advanced calculus.
22. Equations can be graphed to visualize their solutions.
23. The equations in this physics textbook are very challenging.
24. Equations demonstrate the relationship between different variables.
25. Partial differential equations are used in engineering and physics models.
26. Integrating equations can help to find total values.
27. One of the most famous equations is E=mc².
28. Equations can be represented as matrices in linear algebra.
29. Nonlinear equations can have multiple solutions.
30. Applied mathematicians use equations to optimize models and processes.

Common Phases

1. Newton's Second Law: F=ma;
2. Law of Conservation of Energy: E=mc^2;
3. Ideal Gas Law: PV=nRT;
4. Einstein's General Theory of Relativity: R_{\mu \nu}-1/2Rg_{\mu \nu}+\Lambda g_{\mu \nu}=(8πG/c^4)T_{\mu \nu};
5. Schrödinger Equation: iħ∂Ψ/∂t=ĤΨ.

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