IB PC

Lisa Sova, Dec 14, 2016

Table of Contents

  1. Ch.1
    1. Box with Open Top Part 1
    2. Box with Open Top Part 2
  2. Ch.4.1 - 4.4
    1. Unit Circle - exact values
    2. Degree and Leading Coefficient of Polynomial from Graph
    3. Exploring Higher Degree Functions
  3. Ch.4.7 - 5.2
    1. Law of Sines - Ambiguous Case SSA

1.

Ch.1

  • 1. Box with Open Top Part 1
  • 2. Box with Open Top Part 2

1.1.

Box with Open Top Part 1

Suppose a big square has 4 congruent smaller squares (each having side length [i]x[/i]) that are each cut from the corners of the larger square. [b][color=#a64d79]The 4 rectangular pieces that remain[/color][/b] are then folded up to create a rectangular prism (box) with open top. [br][br]You can move the white point to see the different-sized boxes that can be created. [br][br]Use this applet (as needed) to help you as you complete the [b]Box with Open Top [/b]performance task given to you in class today.
– Lisa Sova, Tim Brzezinski

1.2.

–

2.

Ch.4.1 - 4.4

  • 1. Unit Circle - exact values
  • 2. Degree and Leading Coefficient of Polynomial from Graph
  • 3. Exploring Higher Degree Functions

2.1.

Unit Circle - exact values

Investigate the exact trigonometric values by dragging the green dot around the unit circle.
Do you observe any patters with the sine and cosine functions relating to the coordinates?
– Nick Kochis

2.2.

–

2.3.

–

3.

Ch.4.7 - 5.2

  • 1. Law of Sines - Ambiguous Case SSA

3.1.

Law of Sines - Ambiguous Case SSA
– Lisa Sova

Information