1 00:00:00,000 --> 00:00:05,940 JOEL LEWIS: Hi. 2 00:00:05,940 --> 00:00:07,650 My name is Joel Lewis. 3 00:00:07,650 --> 00:00:10,080 At the time of this recording in 2010 4 00:00:10,080 --> 00:00:12,720 I'm a graduate student in the Math Department at MIT, 5 00:00:12,720 --> 00:00:17,594 and I'm also a TA for OCW Scholar 18.01 and 18.02. 6 00:00:17,594 --> 00:00:18,510 CHRISTINE BREINER: Hi. 7 00:00:18,510 --> 00:00:19,700 I'm Christine Breiner. 8 00:00:19,700 --> 00:00:23,290 I'm a Moore Instructor here at MIT and for OCW Scholar, 9 00:00:23,290 --> 00:00:27,535 I'll be a teaching assistant for 18.01 and for 18.02. 10 00:00:27,535 --> 00:00:29,170 DAVID JORDAN: My name is David Jordan 11 00:00:29,170 --> 00:00:32,400 and I'm a graduate student here at MIT. 12 00:00:32,400 --> 00:00:37,910 And I'm a TA for OpenCourseWare Scholar 18.02. 13 00:00:37,910 --> 00:00:41,020 So I thought I would say a little bit about what we do 14 00:00:41,020 --> 00:00:42,814 with recitations here at MIT. 15 00:00:42,814 --> 00:00:44,230 So, the purpose of the recitations 16 00:00:44,230 --> 00:00:46,840 is for you to apply what you've learned 17 00:00:46,840 --> 00:00:51,680 in lecture towards solving specific concrete problems 18 00:00:51,680 --> 00:00:54,540 and then for you to compare your solutions to those problems 19 00:00:54,540 --> 00:00:55,699 with those of your TA. 20 00:00:55,699 --> 00:00:57,740 CHRISTINE BREINER: The purpose of the recitations 21 00:00:57,740 --> 00:01:00,660 on OCW Scholar is really the same purpose 22 00:01:00,660 --> 00:01:03,526 that David described for recitations here at MIT. 23 00:01:03,526 --> 00:01:05,400 What we want you to do is have an opportunity 24 00:01:05,400 --> 00:01:07,410 to work varying levels of problems 25 00:01:07,410 --> 00:01:10,330 and then see us give detailed solutions to those problems 26 00:01:10,330 --> 00:01:12,725 so that you can see how we think about mathematics. 27 00:01:12,725 --> 00:01:14,560 JOEL LEWIS: Almost all of our videos 28 00:01:14,560 --> 00:01:16,450 have a natural moment where you can 29 00:01:16,450 --> 00:01:18,530 pause after the problem's been stated. 30 00:01:18,530 --> 00:01:20,330 And we really strongly suggest you work out 31 00:01:20,330 --> 00:01:23,510 the problem on a piece of paper before going back to the video 32 00:01:23,510 --> 00:01:25,020 and seeing our solutions. 33 00:01:25,020 --> 00:01:26,850 This will help you do mathematics 34 00:01:26,850 --> 00:01:29,850 rather than be able just to see mathematics. 35 00:01:29,850 --> 00:01:31,820 Hope you enjoy the course.