Math 1220 - 3   Schedule and Homework Problems  Jan. 4, 2001
Treibergs

Day, Mo.        Sec.    TOPIC                   Page[ Numbers ]     

F, Jan.  4       7.1     Natural Logarithms      324[1-33 odd, 36, 37, 39, 46, 49]

M        7               WeBWorK Presentation
T        8       7.2     Inverse Functions       329[1-25 odd, 29, 31, 37, 43]
W        9       7.3     Natural Exponential     335[1-43 odd, 44, 48, 53]
F       11       7.4     General log / exp       340[1-45 odd]

M       14       7.5     Exponential growth      345[1-31 odd, 24]
T       15       7.6     1st order linear ODE    350[1-19 odd, 24, 25]
W       16       7.7     Inverse trig. fn.       356[1-59 odd, 77]
F       18       7.8     Hyperbolic fn.          363[1-33 odd]

M       21                      Martin Luther King HOLIDAY
T       22       7.9     Inverse hyp. functions  363[35-53 odd]
W       23               Review          
F       25                      FIRST MIDTERM EXAM      

M       28       8.1     Integ. by substitution  376[1-67 odd]
T       29       8.2     Integ. of trig. fns.    380[1-31 odd]
W       30       8.3     Integ. by rationalizing 385[1-31 odd]
F, Feb.  1       8.4     Integ. by parts         390[1-55 odd, 90]       

Feb.     2 - 26                 OLYMPIC BREAK

W       27       8.5     Integ. of rational fns. 397[1-33 odd, 41, 42]
F, Mar.  1       8.6     Choosing int. method    399[1-41 odd]

M        4       9.1     l'Hopital's rule        407[1-23 odd]
T        5       9.2     infinity / infinity     413[1, 5, 9, 13, ..., 45]
W        6               Review                  
F        8                      SECOND MIDTERM EXAM                     

M       11       9.3     Infinite intervals      419[1-29 odd, 35]
T       12       9.4     Integ. infinite fns.    423[1-47 odd]
W       13      10.1     Infinite sequences      434[1-39 odd, 43, 52, 55, 58]
F       15      10.2     Infinite Series         440[1-17 odd, 25-31 odd, 38]

M       18      10.3     Integral test           446[1-31 odd]
T       19      10.4     Comparison tests        452[1-33 odd, 41-46]
W       20      10.5     Absolute convergence    457[1-31 odd, 42, 43]
F       22      10.6     Power series            461[1-19 odd, 27]

M       25      10.7     +, ­, ÷, * of p-series  466[1-35 odd]
T       26      10.8     Taylor series           473[1-35 odd]
W       27               Review          
F       29                      THIRD MIDTERM EXAM

M, Apr.  1      11.1     Taylor Approx.          485[1-21 odd, 25, 27, 33, 35]
T        2      11.2     Quadrature              492[1-13 odd, 31]
W        3      11.3     Solving Eqns.           498[1-9 odd, 15]
F        5      11.4     Iteration method.       503[1-13 odd]

M        8      11.5     DE numerically          510[1-17 odd]
T        9      12.1-2   Parabolas, ellipses,    520[1, 9, 11, 15, 19, 27, 29, 31, 37],                                            526[1, 5, 9, 17, 19, 29, 35, 41]
W       10      12.3     hyperbolas              530[1-15 odd, 21, 28]
F       12      12.4     Translation of axes     535[1, 5, 9, 13, 17, 21, 37, 43]

M       15      12.5     Rotation of Coors       539[1, 5, 9, 14, 18, 19, 23]
T       16      12.6     Polar coors             544[1-27 odd, 37, 38]
W       17               Review                  
F       19                      FOURTH MIDTERM EXAM                     

M       22      12.7     Graphs in polar coors   548[3, 13, 17, 23, 27, 43]
T       23      12.8     Calculus in polar coor  554[1,  3,  5,  33]
W       24      18.1     Homogeneous DE's        777[1-21 odd]
F       26      18.2     Nonhomogeneous          781[1-21 odd]

M       29      18.3     Applications of         785[1-13 odd]
T       30      18.3     2nd order DE's          785[17, 18]
W, May   1               Review                  

T        7                      FINAL EXAM      10:30 - 12:30