factorizing (Meaning)

Webster

factorizing (p. pr. & vb. n.)

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Synonyms & Antonyms of factorizing

No Synonyms and anytonyms found

factorizing Sentence Examples

  1. Factorizing is a crucial mathematical technique for breaking down complex expressions into simpler, more manageable factors.
  2. The fundamental theorem of arithmetic ensures that every positive integer can be uniquely factorized into a product of prime numbers.
  3. Integer factorization has immense applications in cryptography, such as breaking encryption algorithms.
  4. The factorization of polynomials involves finding the factors that, when multiplied together, result in the original polynomial.
  5. By factorizing an expression, we can simplify it, determine its zeroes, and manipulate it more effectively for various mathematical operations.
  6. Factorizing polynomials is essential in solving polynomial equations, as the factors determine the roots or solutions of the equation.
  7. The quadratic formula provides a shortcut for factoring quadratic polynomials, making it a convenient tool in solving quadratic equations.
  8. Factorizing polynomials can also be useful in reducing rational expressions by canceling out common factors in the numerator and denominator.
  9. The ability to factorize mathematical expressions is a core skill in various levels of mathematics, from elementary algebra to more advanced topics like calculus.
  10. Mastering the art of factorization opens up new doors in mathematics, enabling us to delve deeper into the complexities of equations and functions.

FAQs About the word factorizing

of Factorize

No synonyms found.

No antonyms found.

Factorizing is a crucial mathematical technique for breaking down complex expressions into simpler, more manageable factors.

The fundamental theorem of arithmetic ensures that every positive integer can be uniquely factorized into a product of prime numbers.

Integer factorization has immense applications in cryptography, such as breaking encryption algorithms.

The factorization of polynomials involves finding the factors that, when multiplied together, result in the original polynomial.