《微積分與解析幾何》(Calculus with Analytic Geometry)第二版，George F. Simmons 著

課程讀物

麻省理工學院的學生將會拿到一本課程讀物：《微積分(一)( Calculus 1)》 Jerison, D. 和 A. Mattuck 合著（目前尚未提供給開放式課程計畫的使用者）

基礎先修課程

修習本課程之前，不需要在麻省理工學院先修過任何相關基礎課程

問題集

每兩週指定一次習題。千萬不要到最後一刻才動手寫習題。遲交的作業只有在確實因病告假，或是因特殊情況提前獲得教師同意時才會接受。歡迎在課堂上與其他同學合作解題，但最後的文字作業必須是你親自依據自己的理解寫下來的答案。

測驗

整個課程中會有五次課堂測驗。最後一周，還有為時三小時的期末考。課堂測驗及期末考都不可以帶書和計算機。但可以用四乘六吋的索引卡。

一個學期中最多一次，在課堂測驗不及格時可以補考，補考過了只給該測驗最低及格分數。所有補考(因故缺席或不及格補考都一樣)時間都是在原測驗考過之後一週內舉行。

評分方式

每次課堂測驗滿分是100分，期末考滿分是250分，每份改過的習題是50分。可計總分為1000分。

Simmons, George F. Calculus with Analytic Geometry. 2nd ed.

Course Reader

MIT students will be provided with a copy of the Course Reader: Jerison, D., and A. Mattuck. Calculus 1. (Not currently available to OCW users.)

Prerequisites

There is no course at MIT which is a prerequisite for this course.

Problem Sets

Problem sets will be assigned every two weeks. Do not put off doing the problems until the last minute. Late homeworks are accepted only if there is a valid medical excuse, or in very special circumstances only with the prior consent of the recitation instructor. You are encouraged to work with other students in the class, but your final write-up should be your own and should be based on your own understanding.

Exams

There will be five in-class exams during the lecture hours. There will also be a three-hour final exam during finals week. The in-class exams and the final exam are closed book and calculators are not allowed. You will be allowed to use a 4" x 6" index card.

At most once during the semester, if you fail an in-class exam you may take a make-up exam to replace the failed exam by, at most, the minimal passing grade for the exam. All make-up exams (both for excused absences and to raise a failing grade) will be given within one week of the original exam.

Grading

Each hour exam will be worth 100 points, the final exam will be worth 250 points, and the graded problem sets will be worth 50 points each. A total of 1,000 points is available.

號碼及字母係對應課本George F. Simmons著的《微積分與解析幾何》第二版或課程讀物(Jerison, D. 和 A. Mattuck 合著的《微積分(一)》) 的章節編號。舉例來說，第一堂課指定的閱讀資料是Simmons著的《微積分與解析幾何》第二版的章節2.1-2.4。第二堂課指定的就是18.01課程讀物的課程講稿Ｃ。最好在上課前讀完這些資料。即便是快速略讀十幾分鐘都將讓你在課堂上吸收更多東西。(注意：課程讀物目前尚未提供給開放式課程計畫的使用者。)
The numbers and letters in the Readings column correspond to sections of the textbook, George F. Simmons, Calculus with Analytic Geometry, 2nd ed., or sections of the course reader (D. Jerison and A. Mattuck, Calculus 1.) For instance, for Session 1, the assigned reading is Sections 2.1--2.4 of Simmons, and for Session 2, the assigned reading is Notes C in the 18.01 course notes. It is most useful if you read the material before the lecture. Even skimming the material for 10 or 15 minutes will allow you to get much more out of lecture. (Note: The course reader is currently not available to OCW users.)

這些課程講稿是課堂上所討論與分析的各個主題概要。
The Lecture Notes represent a summary of the topics discussed and analyzed in class.

不久將會有更多的講稿上傳。
There are more Lecture notes to be uploaded shortly.

複習講稿內有教授給助教的提點。
The Recitation notes provide suggestions from the Professor to the Teaching Assistant.

不久將會有更多複習講稿上傳。
There are more Recitation notes to be uploaded shortly.