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12/01 Welcome back! Did you have a good break? Entry Task : On the sticky handed you as you walked in (or on your desk), describe your break in 3 words.

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Presentation on theme: "12/01 Welcome back! Did you have a good break? Entry Task : On the sticky handed you as you walked in (or on your desk), describe your break in 3 words."— Presentation transcript:

1 12/01 Welcome back! Did you have a good break? Entry Task : On the sticky handed you as you walked in (or on your desk), describe your break in 3 words or less. ON TASK, ON TIME!  I can determine an inverse relationship and create an equation to describe it. Pun of the day: (Thanksgiving Themed)

2 With a partner, you need a lab paper, a pencil, ruler, tape, and 10 pennies

3 5. Graph your points (from the table) on a graph with the number of pennies on the x-axis and the distance from the fulcrum on the y-axis. Then draw a smooth curve through your points.

4 Task  No HW 4 3 2 1 0 On the same sticky you did your entry task on, describe the lesson in 3 words or less.

5 12/02 Grab a book Entry Task : Using the following table, find “x” times “y” ON TASK, ON TIME! I can solve problems involving direct, inverse, joint, and combined variation. A-REI.2 F-BF.1 Question of the day: Which US state was the first to make Christmas an official holiday? Alabama Pennies123456 Distance (cm) 904530231815 Days until break: 17

6 Section 8-1 Day 1

7 Task  HW Sec.8-1 #’s 2-8 all 4 3 2 1 0 Solve for k given that x and y vary directly and x=7 and y=21.

8 12/03 ON TASK, ON TIME! Grab a book Entry Task: Given y varies directly with x, write and graph a function for y=8 when x=2. A-REI.2 F-BF.1 Question of the day: Electric Christmas tree lights were first used in what year? A. 1925 B. 1700 C. 1895 D. 1825 I can determine the difference between a direct and an inverse function. I can solve problems involving direct, inverse, joint, and combined variation. Days until break: 16

9 Homework check

10 Vocabulary

11 Example 1  Given y varies inversely as x, and y=3 when x=8. Write and graph the inverse variation function.

12 Example 2  The time it takes (t) for ASB to hang posters around the school varies inversely as the number of ASB students, s. If 20 students can hang a set of posters in 62.5 minutes, how many students would be needed to hang the set of posters in 25 minutes?

13 Task  Section 8.1 #'s 9-15 all 4 3 2 1 0 Determine whether the following is a direct or inverse variation function: X535125 y1725

14 12/04 ON TASK, ON TIME! I can divide rational expressions. I can simplify rational functions. Entry Task: Grab a book The number of days it takes a theatre crew to set up a stage for a musical varies inversely as the number of workers. If the stage can be set up in 3 days by 20 workers, how many days would it take if only 12 workers were available? Question of the day: Which US state was the last to make Christmas an official holiday? Oklahoma Days until break: 15 A-SSE.2 A-APR.6

15 Homework check

16 Review of knowledge

17 Review of knowledge con…

18 Extended Learning

19 New Learning

20 Task  Section 8-2 #’s 2,7,11- 14,18,19,20 4 3 2 1 0 In your notebook: What is the first step when dividing rational functions?

21 12/05 ON TASK, ON TIME! I can multiply rational functions. I can show my knowledge. Entry Task: We will begin with your Friday Quiz after I answer some questions from your homework. Please have out your homework and calendar to be stamped. I will send around the homework score sheet while you quiz. Question of the day: What flower was printed on the first Christmas stamp? Rose Days until break: 14 A-SSE.2 A-APR.6 A-REI.2

22 Homework check

23 Review of learning/ new concept

24 New learning

25 Task  No HW 4 3 2 1 0  Make sure you filled out the homework score sheet!!!!


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