Mr Stephenson's H-preCalculus Assignments for Quarter 2, 2009-2010 (v. 1/25, 05:06)
Textbook: Blitzer, Precalculus, 2nd Ed., Prentice Hall, Upper Saddle River, NJ, 2004
This document’s URL is http://sks23cu.net/MT/FY10/Assignments/HpreCalc/assignQ2HpreCalc.doc
L := Lesson, C := C.Lab., Q := Quiz, T := Test, E := Exam, PE := Practice Exercises, CW := Classwork.
EVERY ASSIGNMENT INCLUDES READING THE COVERED SECTIONS IN THE TEXT.
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Planned S1: 1.3, 1.6, 9.1-9.3, 9.4ex1, 9.5, 3.1-3.5, 2.1-2.6, 10.1-10.3, 11.1-11.4, 10.4-10.6
Planned S2: 4.3-4.4, 4.1-4.2, 4.5-4.6, 4.8, 9.4, 5.1-5.3, 5.4 (overview), 5.5, 6.1-6.4, 9.6, 6.5-6.7
Day / Date / Activity / Description1 / M11/9
MCAS Retest / Sub / CW: Worksheet
2 / T11/10
MCAS Retest / L3.3.1 / Properties of Logarithms [Examples 1-4]
PE: p.387: 1-39 odds [n = 20]
W11/11 H / Holiday / Veteran's Day
3 / R11/12
8-Grades / L3.3.2 / Condensing Logarithmic Expressions [Examples 5-6]
PE: p.388: 41-69 odds [n = 15]
4 / F11/13 / L3.3.3 / Changing Logarithm Base [Examples 7-8]
PE: p.388: (71-77, 83-91) odds, 86, 101-104 [n = 14]
5 / M11/16 / L3.4.1 / Solving Exponential Equations [Examples 1-4]
PE: p.397: 1-25 odd, 71 [n = 14]
6 / T11/17 Q / Review
7 / W11/18 / Quiz 2-1
8 / R11/19 / L3.4.2 / Solving Logarithmic Equations [Examples 5-7]
PE: p.397: 27-51 odd, 72 [n = 14]
9 / F11/20
Report Cards / L3.4.3 / Solving Applications’ Exponential Equations [Examples 8-9]
PE: p.398: (53-69, 87-91) odd [n = 12]
10 / M11/23 / L3.5.1 / Exponential Growth and Decay [Examples 1-2]
PE: p.412: 1-23 odd, 42 [n = 13]
11 / T11/24
O.House 6-8 / L3.5.2 / Logistic Growth [Example 3]
PE: p.413: 25-29 odd, 43, 48 [n = 5]
12 / W11/25 R
E.R.10:50 / Pep Rally
R11/26 H / Holiday / Thanksgiving Day
F11/27 H / Holiday / Thanksgiving Recess
13 / M11/30 T / Review
14 / T12/1 / Test 2-1
15 / W12/2 / L3.5.3 / Newton’s Law of Cooling and Changing Base [Examples 4-5]
PE: p.413: 31-37, 58 [n = 5]
16 / R12/3 / L2.1.1 / Complex Numbers [Examples 1-3]
PE: p.252: 1-27 odd [n = 14]
17 / F12/4 / L2.1.2 / Complex Numbers [Examples 4-5]
PE: p.252: 29-49 odd, 51-55, 57-63 [n = 18]
18 / M12/7 / L2.2.1 / Quadratic Functions [Examples 1-3]
PE: p.264: 1-33 e.o.o., 61-69 odd [n = 14]
19 / T12/8 Q / L2.2.2 / Quadratic Applications [Examples 4-6]
PE: p.265: 35-57 odd, 80, 81, 83 [n = 15]
20 / W12/9 / L2.3.1 / Polynomial Functions Shape and End Behavior [Examples 1-3]
PE: p.278: 1-25 odd [n = 13]
21 / R12/10 / L2.3.2 / Zeros of Polynomial Functions [Examples 4-5]
PE: p.279: 27-55 e.o.o. [n = 8]
22 / F12/11 / L2.3.3 / Applications of Polynomial Functions [Examples 6-7]
PE: p.279: 59, 61, 63, 65-76, 90-93 [n = 19]
23 / M12/14 / Review
24 / T12/15 / Quiz 2-2
25 / W12/16 R
E.R. / L2.4.1 / Long Division of Polynomials [Examples 1-3]
PE: p.290: 1-15
26 / R12/17 T / L2.4.2 / Synthetic Substitution/Division [Examples 4-6]
PE: p.291: 17-41 odd [n = 13]
27 / F12/18 P.R. Prog.Rprt. / L2.4.3 / Division of Polynomials: Applications, Writing, Critical Thinking
PE: p.291: 43-45, 47-55, 60-64 [n = 17]
28 / M12/21 / L2.5.1 / Rational Zero Theorem [Examples 1-3]
PE: p. 302: 1-13 odd [n = 7]
29 / T12/22 / L2.5.2 / [Examples 4] PE: p. 302: 15-22 [n = 8]
30 / W12/23
Full Day
R12/24
- F1/1 H / Holiday / Christmas Holidays
31 / M1/4 / L2.5.3 / Fundamental Theorem of Algebra [Examples 5-6]
PE: p. 302: 23-35 odd [n = 7]
32 / T1/5 Q / Review
33 / W1/6 / Test 2-2
34 / R1/7
35 / F1/8 / L2.5.4 / Descarte’s Rule of Signs [Examples 7], Handout: Polynomials
PE: p. 302: 37-51 odd [n = 7]
36 / M1/11 / L2.5.5 / PE: p. 303: 53, 55, 59-62 [n = 6]
37 / T1/12 / L2.5.6
L2.6.1 / PE: p. 304: 66-72, 85-87 [n = 10]
Rational Functions: Definition, Domain, Arrow Notation [Ex. 1]
38 / W1/13 / L2.6.1 / Rat. Func.: Def., Domain, Arrow Not., Vert. Asymptotes [Ex. 1-2]
PE: p. 321: 1-27 odd [n = 14]
39 / R1/14 / L2.6.2 / Rational Functions: Graphing [Examples 2-6]
PE: p. 321: 29-57 odd [n = 15]
40 / F1/15 / Review
M1/18 H / Holiday / Martin Luther King, Jr. Day
41 / T1/19 / p4 Exam
& Study
42 / W1/20 / p5 Exam
& Study
43 / R1/21 / p6 Exam
& Study
44 / F1/22 / Video / Video: Fabulous Fractals, Applications
PEff: Worksheet: 1-5, & Quiz: 1-5; Due 1/25.
45 / M1/25 / L2.6.4 / Rational Functions
PE: p.322: (59-65, 67-73) odd [n = 8]; Due 1/27.
46 / T1/26
8 Grades / L2.6.5 / PE: p.323: 75-79 odd, 80-85 [n = 9]; Due 1/28.
1 / W1/27 / L2.6.6 / PE: p.324: 86-88, 95-100 [n = 9]; Due 1/29.
2 / R1/28 / L4.1.1 / Angles: Definitions, Review, Standard Position [Examples 1-3]
PE: p.434: 1-29 odds
3 / F1/29 / L4.1.2 / Angles: Radians [Examples 4-6]
PE: p.434: 31-63 odds
4 / M2/1 / L4.1.3 / Angles: Circular Arcs, Linear Speed, & Apps. [Examples 7-8]
PE: p.434: 65-83 odds
5 / T2/2 / L4.1.4 / Angles: Writing & Critical Thinking
PE: p.434: 85-103 odds
L9.4.1 Conic Identification from Standard Form Equation
L9.5 Parametric Equations
L3.1 exp & log
L3.2 exp & log
L3.3 exp & log
L3.4 exp & log
L3.5 exp & log
L2.1 poly & rational
L2.2 poly & rational
L2.3 poly & rational
L2.4 poly & rational
L2.5 poly & rational
L2.6 poly & rational
L10.1 sequences
L10.2 sequences
L10.3 sequences
L11.1 limits & continuity
L11.2 limits & continuity
L11.3 limits & continuity
L11.4 limits & continuity
L10.4 sequences
L10.5 sequences
L10.6 sequences