Mth112

Math 112, Spring Semester 2015

MLC HELP Room hours: click here

Schedule of Lectures and Tests SS2015

Course Syllabus
(policies, description, assessment, etc)

TA Contact Information

Projects

LON-CAPA

LON-CAPA instructions

Course Contents Table

Streamed Lectures:	Here you can find animated slides as well as notes being written on a “virtual” overhead projector. Clicking on the lecture causes it to download and to play automatically on both PC’s and Macs.
Notes:	The Notes consist of the slides, which are printed two to a page. There is no animation, but there is room on the page to take notes from the streamed and/or recorded lectures. These notes are found in the course-pack which you should buy (unless you want to print them out) at Budget Printing.
Problems:	The interactive problems are of two types: some are a quick check on whether you’ve followed the lecture; some allow for more exploration of the subject of the lecture. Your computer must have Excel installed for these to work.
Homework:	The Homework Problems for the course are all on the LON-CAPA system. These are the problems that are graded. Do not attempt to solve the problems just from having looked at the notes. You need to hear the lecture. Click here to log on to LON-CAPA

Lecture Content		Notes pdf	Streamed Lecture	Interactive Problems These are not the graded but used to check your understanding
Lecture 1	Introduction to Combinatorics	Lecture 1	Lecture 1 Video	Practice Problems 1
Lecture 2	Permutations and Combinations	Lecture 2	Lecture 2 Video	Practice Problems 2
Lecture 3	Probability and Odds	Lecture 3	Lecture 3 Video	Practice Problems 3
Lecture 4	Complementary Events and Expected Value	Lecture 4-part1 Lecture 4-part2	Lecture 4 Video	Practice Problems 4
Lecture 5	Expected Value Trials Until First Success	Lecture 5	Lecture 5 Video	Practice Problems 5
Lecture 5b	Conditional Probability	Lecture 5b	Lecture 5b Video	Practice Problems 5
Lecture 6	Statistics Histograms	Lecture 6	Lecture 6 Video	Practice Problems6
Lecture 7	Central Tendency	Lecture 7	Lecture 7 Video	Practice Problems 7
Lecture 8	Dispersion, Quartiles, and Standard Deviation	Lecture 8	Lecture 8 Video	Practice Problems 8
Lecture 9	Probability Distributions	Lecture 9	Lecture 9 Video	Practice Problems 9
Lecture 10	The Normal Distribution	Lecture 10	Lecture 10 Video	Practice Problems 10
Lecture 10b	Linear Regression	Lecture 10b	Lecture 10b Video	Practice Problems 10
Lecture 11	Simple and Compound Interest	Lecture 11	Lecture 11 Video	Practice Problems 11
Lecture 12	Annuities and Loans	Lecture 12	Lecture 12 Video	Practice Problems 12
Lecture 13	Annuities and Loans - 2	Lecture 13	Lecture 13 Video	Practice Problem 13
Lecture 14	Perimeter and Area	Lecture 14	Lecture 14 Video	Practice Problems 14
Lecture 15	Volume, Surface Area, and Scale	Lecture 15	Lecture 15 Video	Practice Problems 15
Lecture 16	Right Triangle Trigonometry	Lecture 16	Lecture 16 Video	Practice Problems 16
Lecture 16b	Inverse Trig functions	Lecture 16b	Lecture 16b Video	Practice Problems 16
Lecture 17	Matrices and Markov Chains	Lecture 17	Lecture 17 Video	Practice Problems 17
Lecture 18	Matrices and Systems of Equations	Lecture 18	Lecture 18 Video	Practice Problems 18
Lecture 19	Long Range Predictions with Markov Chains	Lecture 19 Markov Chain Review	Lecture 19 Video	Practice Problems 19
Lecture 20	Systems of Linear Inequalities	Lecture 20	Lecture 20 Video	Practice Problems 20
Lecture 21	Linear Programming and Slack Variables	Lecture 21	Lecture 21 Video	Practice Problems 21
Lecture 22	Solving large Systems and Linear Programs in Excel	Lecture 22	Lecture 22 Video	Practice Problems 22

Weekly Projects

In addition to the lecture, there are weekly Excel projects which are to be completed and brought to that week’s recitation. Consult Class Schedule page for project due dates. Complete each project and bring a hard copy to class.