Invertible in a sentence
Synonym: reversible, changeable.
Meaning: Capable of being reversed or inverted; significant in mathematics and discussions of transformations.

(1) A bijective function is invertible.
(2) Bijections are invertible functions.
(3) The biunique function is invertible.
(4) A bilection is a function that is invertible.
(5) A bijection is a function that is invertible.
(6) Invertible elements in a group have unique inverses.
(7) An invertible function has a unique inverse function.
(8) A bijection is a type of function that is invertible.
(9) Invertible elements in a ring have multiplicative inverses.
(10) Invertible elements in a field have multiplicative inverses.
Invertible sentence
(11) An endomorphism is invertible if and only if it is bijective.
(12) An invertible transformation preserves the shape of an object.
(13) An invertible function can be represented by a bijective mapping.
(14) An invertible linear map preserves the dimension of vector spaces.
(15) The affine group consists of all invertible affine transformations.
(16) Invertible operations can be undone to retrieve the original value.
(17) Invertible elements in a group form a subgroup under multiplication.
(18) The adjoint of a matrix is equal to its inverse if it is invertible.
(19) The invertible property of a square matrix is determined by its rank.
(20) The invertible property of a number allows it to be divided by itself.
Invertible make sentence
(21) An invertible matrix can be used to solve systems of linear equations.
(22) Invertible matrices are used in computer graphics for transformations.
(23) Invertible functions are essential in calculus for finding derivatives.
(24) Invertible operations are commonly used in data compression algorithms.
(25) Invertible functions are used in cryptography for secure communication.
(26) The invertible nature of the encryption algorithm ensures data security.
(27) The determinant of a matrix can be used to determine if it is invertible.
(28) An invertible transformation can be represented by a non-singular matrix.
(29) The determinant can be used to determine if a matrix is invertible or not.
(30) The invertible property of a function guarantees one-to-one correspondence.
Sentence of invertible
(31) The invertible property of a square matrix is determined by its determinant.
(32) The cofactor of a matrix can be used to determine if it is invertible or not.
(33) An invertible linear transformation preserves linear independence of vectors.
(34) The invertible property of a complex number allows for finding its conjugate.
(35) An invertible function can be graphically represented as a one-to-one mapping.
(36) The biunique nature of a function ensures that it is reversible and invertible.
(37) The determinant of a square matrix can be used to determine if it is invertible.
(38) If a function is a bijection, it means that it is both bijective and invertible.
(39) The invertible property of a power function allows for finding the original base.
(40) The invertible property of a function ensures that it has a well-defined inverse.
Invertible meaningful sentence
(41) The invertible property of a square root function allows for finding the original value.
(42) The invertible property of a trigonometric function allows for finding the original angle.
(43) The invertible property of a logarithmic function allows for finding the original exponent.
(44) A matrix is diagonalizable if it can be expressed as a product of diagonal and invertible matrices.
(45) The matrix is diagonalizable if it can be expressed as a product of diagonal and invertible matrices.
(46) The determinant of a square matrix can be used to determine whether the matrix is invertible or singular.
(47) The determinant of a matrix is a scalar value that can be used to determine if the matrix is invertible or not.
(48) Matrix inversion allows us to find the solution to a system of equations when the coefficient matrix is invertible.
Invertible meaning
Invertible is a mathematical term that refers to a function or matrix that can be reversed or inverted. In other words, an invertible function or matrix can be undone or reversed to obtain the original input or output. This concept is important in many areas of mathematics, including linear algebra, calculus, and differential equations. If you are looking to use the word invertible in a sentence, there are a few tips that can help you to do so effectively. Here are some suggestions:
1. Understand the meaning of the word: Before you can use the word invertible in a sentence, it is important to understand what it means. Take some time to read up on the concept of invertibility in mathematics so that you can use the word correctly.
2. Use it in a mathematical context: Invertible is a technical term that is most commonly used in mathematical contexts. If you are writing about math, you can use the word invertible to describe a function or matrix that can be reversed.
For example, "The matrix A is invertible, meaning that it has an inverse matrix B such that AB = BA = I."
3. Provide context: If you are using the word invertible in a sentence, it is important to provide context so that your reader understands what you are talking about.
For example, "Invertible functions are important in calculus because they allow us to find the derivative of a function."
4. Use it in a sentence that makes sense: When using the word invertible in a sentence, make sure that the sentence makes sense and is grammatically correct.
For example, "The function f(x) = 2x is invertible because it has an inverse function f^-1(x) = x/2."
5. Use it sparingly: While the word invertible is a useful term in mathematics, it is important not to overuse it. If you use the word too often, it can become repetitive and lose its impact. Instead, try to use a variety of different words and phrases to describe the concept of invertibility.
In conclusion, the word invertible is a technical term that is most commonly used in mathematical contexts. If you are looking to use the word in a sentence, it is important to understand its meaning and provide context so that your reader understands what you are talking about. By following these tips, you can use the word invertible effectively and accurately in your writing.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Invertible. They do not represent the opinions of TranslateEN.com.