p. 558 27,29,31,35,37,38,40
p. 500 26,37- 42 p. 510 19a,21a,33,38-43
p.538-539 55,56,58,59,61 p.540 71-73
Start Building Special MaClaurin Series in Notes Page 7 (e^x) and Page 6 and 6 (sinx/cosx)
Intro to Maclaurin Series Notes page 1-2 p. 500 22,23,39
p. 512 QQ#1,2,4 Start Correcting Tests
Radius/Interval of Convergence Notes
VIDEO
p. 521 29-43 p. 521 7-21 odd
Introduction to Geometric Top Half
Introduction to Geometric Bottom Half VIDEO
Review 9.1 1-12(geometric from power series)
Nth term test/Geometric 1-10,12-13
p. 376 6,11,12,13,16
Warm-up: Substitution/Guess and Check Practice #1
Tabular Integration Notes
Tabular Integration p.354 1,3,5 p. 354 12,13,15 p. 354 7,10,14 VIDEO (No Sound) VIDEO (2019-2020)
Velocity and Acceleration from position
p. 138 9,11 VIDEO Part 1
VIDEO Part 2
Particle Motion Hand Drawn Graph 1-12 Front-Back p. 138 10 p. 139 24 p. 147-148 13a-b,14a-b (v(t) and a(t) only) p. 160 9-11
HW Due Friday: Lhopitals/Tabular/Drawing Graphs/Particle Motion
p. 170 1,3,5,6,8,9,11 Video
Warm-up:Graphing f and f prime (power point)
Derivative from a table 2005 BC3 mplicit Warm-up (Slides 1 and 2) p. 170 15,17,21,25, 27-30
Chain Rule HW (Due Wed)
Chain Rule Practice - Slide 1 Derivatives of Inverse Functions MC in notes Derivatives of Exponential Functions Review of Logarithmic definition VIDEO
Class Video
Power Point Setting up the alt def 1-4 slide 2
Notes: 3rd definition of the derivative and Recognition of the definitions Handout: Recognizing the definitions of the derivative 1-9
Differentiability Notes VIDEO
Chapter 2 AP Problems with Differentiability and Definitions of the derivative
p. 76 1,5-7,23,9,11