It studies some laws in the derivation of real functions in a simplified analytical way. It effectively deduces methods of analyzing mean value theorems and Rolle's theory. It explains and analyzes mathematical problems related to calculus. He studies the famous sequences and series, proves Riemann integrations, analyzes their properties, and analyzes Riemannian integration theories brilliantly and accurately.
Intended learning outcomes
Deduce the laws of calculus and analyze them correctly
It explains the mean value theorem and Rolle's theorem thoroughly.
Correctly summarize the operations of finite integration
Skillfully summarizes the Riemannian integration theories
It analyzes the properties of the Riemannian integral in an interesting way.
It balances presentation, analysis, and knowledge of the laws of calculus with precision.
Prove the laws of calculus and integration with reality and draw results accurately.
Real functions are derived in proving the mean value theorem
He applies the properties of the finite integral to the Riemannian integral
He relates the properties and theorems of Riemannian integration skillfully.
Teaching and learning methods
Lectures.
Homeworks
Pure research, analysis and discussions shared