Friday, September 15, 2006

Algebra I: Lesson Plan * 9/15/2006

  • Share with a neighbor your "High School Pays" activity journal entry.
  • "High School Pays" discussion
  • Mini-BAT test
    Strand A, Standard 3, Form A
  • Odyssey (see special post)

PreCalculus: Lesson Plan * 9/15/2006

  • Review of Chapter 4
    p.368 - 370 #43, 60, 73, 81, 103, 125, 149, 169
  • Chapter 4 Test

Algebra I: ODYSSEY

Go to this website,
ODYSSEY
Login with your student ID number for both user name and password

Thursday, September 14, 2006

PreCalculus: Lesson Plan * 9/14/2006

  • Quickstart p.352 #31, 35, 37
  • 4.7 Quiz
    1. Evaluate arccos(-1/2). Give an exact value. [do not use a calculator]
    2. Evaluate arcsin(0). Give an exact value. [do not use a calculator]
    3. Evaluate arctan(-1). Give an exact value. [do not use a calculator]
    4. Use a calculator to evaluate arctan(2.41)
    5. Evaluate cos[arccos(-0.3)]
  • Lesson
    (4.8) Modeling and Application
    1. Right Triangles
    2. Bearings
  • Homework
    p. 361 - 366
    3 - 12 x 3's
    21 - 54 x 3's

Algebra I: Lesson Plan * 9/14/2006

Wednesday, September 13, 2006

Algebra I: Lesson Plan * 9/13/2006

  • Quickstart
    Red and Blue Workbook p.7
    Introduction to Functions (MA.D.1.4.1)
  • (2-2) Solving Two-step Equations
    1. Real Life Application: Cell phones
      p.84 #19
    2. Small Group assignment
      Workbook p.21 #7 - 11
  • Lesson
    (2-3) Solving Multi-Step Equations
    Continue to use the 7-Simple Steps for Solving Equations
    (similar steps can be found in textbook on p. 91)
    Examples 1, 3, 4
    Check Understanding 1, 3, 4
  • Homework
    pp. 91 - 93 #3 - 66 x 3's

PreCalculus: Lesson Plan * 9/13/2006

  • Quickstart
    p.354 #91 - 95 odd
  • 4.6 Quiz
    Graphing tangent, cotangent, cosecant, and secant functions
    Sketch the graph of the function
    1. y = 1/4 tan (2x)
      include intercepts and asymptotes [3 pts]
    2. y = 3 cot (π/2)x
      include intercepts and asymptotes [3 pts]
    3. y = 2 sec (4x)
      include asymptotes, minimums and maximums [5 pts]
    4. y = csc (π - x) => y = csc (-x + π)
      include asymptotes, minimums, and maximums [5 pts]
  • Lesson
    (4.8) Applications and Models
    1. Applications involving Right Triangles
  • Homework
    DUE FRIDAY
    pp. 361 - 366
    3 - 12 x 3's
    21 - 54 x 3's

Tuesday, September 12, 2006

Algebra I: Lesson Plan * 9/12/2006

  • Quickstart
    Red and Blue Workbook
    p.6 #1 - 5
    Tables and Graphs (MA.E.1.4.1)
  • Lesson
    (2-2) Solving Two-Step Equations
    Practice Workbook p.21
    #27 - 32, Guided Practice
    #21 - 26, Peer Leaders
    #1 - 6, Think-Pair-Share
    #7 - 11, Small groups
  • Homework
    Complete Workbook p.21
    #12 - 20

PreCalculus: Lesson Plan * 9/12/2006

  • Quickstart p.344 #90, 91
  • Lesson
    4.7 Inverse Trigonometric Functions
    complete Student Success Organizer for Lesson 4.7
    1. Evaluating the inverse sine, cosine, and tangent functions
    2. Evaluating the compositions of trigonometric functions
  • Homework
    p. 351 - 354 # 3 - 21 x 3's; 27 - 51 x 3's

Monday, September 11, 2006

PreCalculus: Lesson Plan * 9/11/2006

  • Quickstart: Review for Unit Circle Quiz
  • Group Activity
    Lesson 4.5 Graphing Sine and Cosine Functions
    p.370 # 116 - 124 evens
  • Lesson
    4.6 Graphing Cosecant and Secant Functions
    1. Graph the reciprocal functions as an outline
    2. Graph a vertical asymptote where the sine or cosine function has an intercept (where sin(x) = 0 because csc(x) = 1/sin(x) = 1/0 UNDEFINED. Similarly for cosine and secant)
    3. Where the sine or cosine function has a max, cosecant or secant has a local min. Where sine or cosine function has a min, cosecant or secant has a local max.
  • Homework p.341 - 343 #1-8 ALL, 9 - 30 x 3's
Lesson 4.6 Quiz Wednesday, September 13th.
Graph tangent, cotangent, secant, cosecant functions.

PreCalculus: Make up Quiz

Lesson 4.1 Quiz Makeup Due Wednesday, September 13th
p.291: 6, 12, 18, 30, 36, 42, 48, 54, 60, 66, 78, 84

Algebra I: Lesson Plan * 9/11/2006

  • Correct Red and Blue Workbook pp. 5, 17, 18
  • Class competition
    Who can solve the equations quickly and correctly?
    (2-1) Solving One-Step Equations
    Workbook p.19 #1 - 21
    Congratulations Winners: Cassy, Carlos, Nazaret, Ruby, Melissa