Inverses example sentences

"Inverses" Example Sentences

1. The study of inverses is an important part of mathematics.
2. Addition and subtraction are inverses of each other.
3. The inverse of a square is a square root.
4. The inverse of a fraction is the reciprocal.
5. Inverse functions are functions that undo each other.
6. The inverse of a logarithm is an exponential function.
7. The inverse of a matrix can be found using various methods.
8. Physics concepts often involve inverses, such as velocity and acceleration.
9. The inverse of a sine function is an arcsine function.
10. The inverse of a cosine function is an arccosine function.
11. The inverse of a tangent function is an arctangent function.
12. Inverse operations are the opposite of each other.
13. The inverse of a function is denoted by f^-1(x).
14. The inverse of a power function is a root function.
15. The law of inverses states that for every element, there is an element that undoes it.
16. Inverse trigonometric functions are used to solve problems involving angles.
17. The inverse of a complex number is its conjugate.
18. Inverse relationships exist between variables in many scientific studies.
19. Inverse proportion is a type of relationship where one value decreases as the other increases.
20. The inverse function theorem is a tool used in calculus.
21. The inverse of a quadratic function is a square root function or an inverse square function.
22. Inverse kinematics is used in robotics to determine the necessary joint angles for a desired end effector position.
23. The inverse of a set is a complement set.
24. The inverse of an equation is obtained by switching the variables.
25. Inverse semigroups have properties similar to groups, but may not have identity elements.
26. Inverse laplace transforms are used to convert functions from the frequency domain to the time domain.
27. The inverse of a function may not always exist.
28. The inverse of a logarithmic function is an exponential function.
29. The inverse square law describes the relationship between radiation intensity and distance.
30. The inverse relationship between price and quantity demanded is known as the law of demand.

Common Phases

not use inverses of irrational numbers; finding inverses of matrices; using the inverse operation to solve equations; verifying inverses using the associative property; computing inverses of functions; applying inverse functions to solve problems; using the inverse of a function to find input values; finding the inverse sine, cosine, and tangent functions.