- the Remainder Theorem
Generated definitions (experimental)
- the Remainder Theorem
This term refers to a principle in algebra that provides a way to find the remainder of a polynomial when divided by a linear divisor. It is commonly used in polynomial division.
The Remainder Theorem can help us quickly calculate the remainder of a polynomial.
After learning the Remainder Theorem, I can solve polynomial problems more easily.
Generated collocations (experimental)
yú shù dìng lǐ余数定理the Remainder Theoremyìng yòng应用yú shù dìng lǐ余数定理to apply the Remainder Theoremzhèng míng证明yú shù dìng lǐ余数定理to prove the Remainder Theoremyú shù dìng lǐ余数定理de的yìng yòng应用applications of the Remainder Theoremyú shù dìng lǐ余数定理jí qí及其tuī lùn推论the Remainder Theorem and its corollariesdài shù代数zhòng dì中的yú shù dìng lǐ余数定理the Remainder Theorem in algebrayú shù dìng lǐ余数定理de的zhèng míng证明guò chéng过程the proof process of the Remainder Theoremyú shù dìng lǐ余数定理yú与yīn shì fēn jiě因式分解the Remainder Theorem and factorizationlì yòng利用yú shù dìng lǐ余数定理jiě tí解题to solve problems using the Remainder Theoremyú shù dìng lǐ余数定理de的xìng zhì性质properties of the Remainder Theorem