Wednesday, August 23, 2017

23 Aug 2017

SAILS

Lab



Geometry

2.3  Rotations   p.87

Lesson Plan

2.3 Text

Videos:

Rotations using Ruler and Protractor

Rotations on Coordinate Plane

Rotation Angles


Page 88 Explanation Example 01

Fill in examples and problems 3 - 14 (p.94)

p.100 (14, 15, 16)




PreCalculus


1.7  Data:  Linear Models and Scatter Plots








p.77 (3-6; 11, 13)




Bridge

Section 4: Rational Functions  p34

Definition p34 study Tip page 37, examples 1, 2

Problems (1-22 ALL) p37  ********



Tuesday, August 22, 2017

22 Aug 2017

SAILS

Lab

Geometry

2.1  Translation Vectors

Lesson Plan

2.1 Text

Video 01

Video 02

p.66 - 69  Work through Examples and problems (7-12) and (1-6)

2.2  Reflections on Coordinate Plane

Lesson Plan

2.1 Text

Video 01

Video 02

p.76 - 80  Work through examples and problems (7-18)



Pre-Calculus

Work problem 5 from quiz

Check problems from p. 69  (inverse functions)

Students work problems on board.



Bridge

Section 4: Rational Functions  p34

Definition p34 study Tip page 37, examples 1, 2

Problems (1-22 ALL) p37  



Friday, August 18, 2017

18 Aug 2017

SAILS

Lab



Geometry

Module 1 review (3 Items)

Review:

Transformations

Segment Addition

Angle Addition

Module 1 Quiz Monday - Begin section two



Pre-Calc

1.6 Inverse Functions p.62







Short version:  write the equation in terms of y and x, swap y and x, solve for y.  This is f^-1  ("f" inverse, the inverse of the function.)

p 69 (1,2;  53-59)




Bridge

Section 3  Real Numbers and Their Properties  p.26

Chart p. 26

Vampire Numbers p.27

Chart p. 28

p. 31 (2-80 EVEN)






Thursday, August 17, 2017

17 Aug 2017

SAILS

Lab


Geometry

1.4 Reasoning and Proof p.45

Properties of Equality p.46
A-J p. 45
1 - 14  p. 46 - 52

1.4 Lesson Plan

Video:  Geometric Proof

Video: Using Postulates about Segments and Angles

Video: Using Postulates about Lines and Planes

Text:  Section 1.4






PreCalculus

Combinations of Functions p. 51

Arithmetic combinations of functions




Extra examples




Compositions of functions



Extra Examples



Finding Domain of a Composite Function




Example 11 p.57

Problems p. 58 -
5,6,13,15,45,47,78


Bridge

p. 23 (41-67 ODD, 94, 95)

Wednesday, August 16, 2017

16 Aug 2017

SAILS

Lab



Geometry

1.3  Transformations

Lesson Plan 1.3

Page 31-37








Problems 1 - 12  p. 31 - 37

Section 1.3 from book

Finish at home.


PreCalculus


Work on problem 79 from yesterday...  finished students describe solution.

1.4 Shifting, Reflecting, and Stretching Graphs p.42

Examples p. 42,

Vertical and Horizontal Shifts p. 43

Reflecting Shifts p. 45

Non-Rigid Transformations p.47

Work through examples 1 - 6

CW p.48 (1-10 use calcs, sketch)  (15 - 26) (33=38)

Continue tomorrow



Bridge

Section 02 Rational Numbers

Notes p. 15 - 21  (note boxes, study tips)

Work out Examples 1 - 6

--------------------

Problems:  p. 23 (20 - 50 EVEN, 79, 80)


Monday, August 14, 2017

15 Aug 2017

SAILS

Lab



Geometry

1.3 Measuring Angles p.25

Lesson Plan 1.3

Angle, Angle Bisector, Acute, Obtuse, Right, Straight




CW p.30 (8-26)




HW (27-34)

1.4  Reasoning and Proof p.45

Lesson Plan 1.4

Exploration problems 1-14



PreCalc

1.3 Graphing Functions  p.30





Even and Odd Functions  p.36

Define using graphs and algebraically.

Symmetry of Y axis, X axis, and of Origin

Example 9 and 10




p.39 (49-55; 79)


Bridge

Finish yesterday's assignment

Friday, August 11, 2017

14 Aug 2017

SAILS


Computer Lab. First Logins


---------------------
Geometry

1.1  Basic Definitions,  Segment Length (Distance Formula) and Midpoints

Lesson Plan 1.1

Video:Distance Formula

Video: Midpoint

1.2  Angle Measure and Angle Bisectors

 Lesson Plan 1.2

Video 1.1.1  Points Lines, Co-linear Points, Planes


---------
Video 1.1.2  Rays


-------

Video 1.1.3  Angles


---------


---------------------------










 PreCalc


Intro to class;

Notebook
Review of Basic Concepts
Desmos.com  (Computer, Apple, and Android apps)
Problems




 Problems - Locate and list the Maximum or Minimum and the Roots of the Equation (solution(s)) - if they are Real and not Complex


Bridge

Notes 1-11  (Green Boxes)

Examples 4, 6, 8, 9

----------------------

Advanced:  p. 12  (1-45 ODD only)