From Reading to Writing 2: Student's Book (without Proof Writer)

類似書籍推薦給您

書名：From Reading to Writing 2: Student's Book (without Proof Writer)（課本） 作者：Bonesteel 出版社：Pearson 出版日期：2010/00/00 ISBN：9780132474030 本系列課程採探究式教學設計，共有四個級數，課程中引人入勝的文章，以及透過文章主題關聯的活動設計，完美整合閱讀與寫作，學習最實用。 每一個單元皆由兩篇引人入勝的文章組合而成，文章以各種不同角度透視呈現學習主題，學生可藉此做為寫作的跳板。 以語料庫為本的字彙設計 (Academic Word List, General Service List, Most Common English Idioms List)，確保學生學到最實用的字彙。 習題整合設計幫助學生在閱讀、寫作與字彙三者之間產生交互關聯。 逐步介紹各類寫作課題，包含同儕回饋，編輯以及修改，以幫助學生活用學術類文體與修辭方式。

From Reading to Writing 1: Student's Book (without Proof Writer)

類似書籍推薦給您

書名：From Reading to Writing 1: Student's Book (without Proof Writer)（課本） 作者：Bonesteel 出版社：Pearson 出版日期：2010/00/00 ISBN：9780132474023 本系列課程採探究式教學設計，共有四個級數，課程中引人入勝的文章，以及透過文章主題關聯的活動設計，完美整合閱讀與寫作，學習最實用。 每一個單元皆由兩篇引人入勝的文章組合而成，文章以各種不同角度透視呈現學習主題，學生可藉此做為寫作的跳板。 以語料庫為本的字彙設計 (Academic Word List, General Service List, Most Common English Idioms List)，確保學生學到最實用的字彙。 習題整合設計幫助學生在閱讀、寫作與字彙三者之間產生交互關聯。 逐步介紹各類寫作課題，包含同儕回饋，編輯以及修改，以幫助學生活用學術類文體與修辭方式。

The Science of Learning Mathematical Proofs

類似書籍推薦給您

College students struggle with the switch from thinking of mathematics as a calculation based subject to a problem solving based subject. This book describes how the introduction to proofs course can be taught in a way that gently introduces students to this new way of thinking. This introduction utilizes recent research in neuroscience regarding how the brain learns best. Rather than jumping right into proofs, students are first taught how to change their mindset about learning, how to persevere through difficult problems, how to work successfully in a group, and how to reflect on their learning. With these tools in place, students then learn logic and problem solving as a further foundation. Next various proof techniques such as direct proofs, proof by contraposition, proof by contradiction, and mathematical induction are introduced. These proof techniques are introduced using the context of number theory. The last chapter uses Calculus as a way for students to apply the proof techniques they have learned. Request Inspection Copy Contents: Preface to Students Preface to Professors Pedagogical Notes for Professors Brain Growth Team Building Setting Goals Logic Problem Solving Study Techniques Pre-proofs Direct Proofs (Even, Odd, & Divides) Direct Proofs (Rational, Prime, & Composite) Direct Proofs (Square Numbers & Absolute Value) Direct Proofs (GCD & Relatively Prime) Proof by Division into Cases Proof by Division into Cases (Quotient Remainder Theorem) Forward-Backward Proofs Proof by Contraposition Proof by Contradiction Proof by Induction Proof by Induction Part II Calculus Proofs Mixed Review Appendices: 100# Task Activity Sheet Answers for Hiking Activity Escape Room Proof for Exercise 17.11 Selected Proofs from all Chapters Proof Methods Proof Template Homework Log Bibliography Index