Math 1090 - 7 (Treibergs) Schedule and Homework Problems Sept. 10, 2003 ------------------------------------------------------------------------------- The exams and quizzes will be given on the indicated days. We shall try to keep the lectures on schedule as much as possible. The course covers Chapters 0, 1, 2, 3, 4, 5, 6. The problems for each day should be worked before the next class meeting. The problems are not to be turned in. However, you are responsible for knowing not only how to solve them, but also how to write up their solutions. Exams will cover problems you have seen in homework assignments, examples from the text or examples worked in class. The notation [1,25;26,28] means every other odd numbered problem between 1 and 25 and then problems 26 and 28, i.e. 1,5,9,13,17,21,25,26,28. The notation (1,13) means every odd numbered problem, i.e. 1,3,5,7,9,11,13. It is not necessary to do every problem. Just do enough of a particular kind to make certain that you know how to do that kind. Day, Quiz = Q Sec. TOPIC Page[ Numbers ]     ---- -------- ---- ------------------ --------------------------- W, Aug. 20 0.1-3 Sets, Reals 7[3,59],15[1,49],19[1,69] F 21 0.4-7 Roots ,Operations 27[1,73],36[1,65;66,67,73], Factoring 43[1,59;61,63],51[1,63] M 25 1.1 Linear Eqns. 69[1,57] W 27 Q 1.2 Functions 81[1,45;47,51,53] F 29 1.3 Linear Functions 96[1,57] M, Sept. 1 LABOR DAY HOLIDAY W 3 1.4 Graphing 109[1,49] F 5 1.5 Systems 121[1,49] M 8 REVIEW W 10 FIRST MIDSEMESTER EXAM F 12 1.6 Economic Applications 132[1,53] M 15 2.1 Quadratic Equations 155[1,61] W 17 2.2 Parabolas 165[1,41] F 19 2.3 Maximizing Profit 174[1,33] M 22 REVIEW W 24 SECOND MIDSEMESTER EXAM F 26 2.4 Polynomials 185(1,29), 188[33,53] M 29 3.1 Matrix 223[1,45] W, Oct. 1 3.2 Multiplying Matrices 238[1,49;51,53] F 3 FALL BREAK M 6 3.3 Elimination 256(1,25) W 8 Q 3.3 Nonunique Solutions 257[27,67] F 10 3.4 Matrix Inverse 271[1,37] M 13 3.4 Using the Inverse 272[39,63] W 15 4.1 Linear Inequality 304[1,51] F 17 4.2 Inequality System 313[1,37] M 20 REVIEW W 22 THIRD MIDSEMESTER EXAM F 24 4.3 Linear Programming 323[1,51] M 27 5.1 Exponential Functions 388[1,49] W 29 5.2 Logarithmic Functio 402(1,33) F 31 5.3 Exp / Log Equations M, Nov. 3 5.3 Exponential Decay 414(1,23) W 5 Q 5.3 Future Values 415(23,41) F 7 6.1 Simple interest, Seqs. 434[1,57] M 10 6.2 Compound Interest 449[1,85] W 12 6.3 Annuities 460[1,21] F 14 6.3 Future Value of Annuities 462[25,41] M 17 REVIEW W 19 FOURTH MIDSEMESTER EXAM F 21 6.4 Present Value of Annuity 471[1,17] M 24 6.4 Annuities Due 473[21,29] W 26 6.5 Loans & Amortization 481[1,21] F 28 THANKSGIVNG HOLIDAY M, Dec. 1 6.5 Unpaid Balance of Loan 482[25,37] W 3 Review M 8 DEPARTMENTAL FINAL EXAM 3:30 - 5:30 in JTB 130