Do Now – Algebra I 1) Get your calculator 2) Find you new seat.

Mr. Severino’s Period 3 Algebra 1 Seating Coordinates Benedetti, Morgan – (1,1) Clark, Jonathan – (1,2) Clement, Aaron – (1,3) Dallepazze, David – (1,4) DeJohn, Danielle – (2,1) Holmes, Edwin – (2,2) Hornberger, Marissa – (2,3) Lippincott, Caitlyn – (2,4) Lloyd, Will – (3,1) MacPherson, Daniel – (3,2) Mercado, Adrian – (3,3) Morrison, Daulton – (3,4) Parker, Brittney – (4,1) Quinerly, Reed (James) – (4,2) Reed, Shelbie – (4,3) Rice, Summer – (4,4) Robinson, Jessica – (5,1) Salay, Nicolette – (5,2) Scelza, Samuel – (5,3) Slaby, Patrick – (5,4) Stinson, Wayne – (6,1) Sutton, Keturah – (6,2) Terry, Devin – (6,3) Tindall, Ashleigh – (7,1) Zablocky, Stephen – (7,2) Parima, Izia – (7,3)

Mr. Severino’s Period 8 Algebra 1 Seating Coordinates Bergeron, Teighla – (1,1) Carroll, Lucas – (1,2) Davis, Diamond – (1,3) Evans, Rachel – (1,4) Hill, Aaron – (2,1) McBride, Rhiannon – (2,2) Pasqualine, Alexa – (2,3) Patel, Nidhiben – (2,4) Romero, Ariana – (3,1) Seunath, Joseph – (3,2) Stacy, Ronnie – (3,3) Stokes, Myles – (3,4) Thornton, Drina – (4,1) Wilson, Akera – (4,2) Ziesel, Katelyn – (4,3) Zulla, Alyssa – (4,4)

Mr. Severino’s Period 9 Algebra 1 Seating Coordinates Bouchelle, Wesley – (1,1) Bunce, Emma – (1,2) Bunting, Caitlin – (1,3) Cardo, Taylor – (1,4) Carpenter, Brianna – (2,1) Cortes, Jose – (2,2) Grace, Tyler – (2,3) Issertell, Mitchell – (2,4) Jabs, Angela – (3,1) Jarvis, Melissa – (3,2) Johnstone, Sara – (3,3) Keller, Brianna – (3,4) Morales, Alyssa – (4,1) Neary, Rachael – (4,2) Normile, Shawn – (4,3) Nwankwo, Ogechi – (4,4) Orcutt, Thomas – (5,1) Perez, Brian – (5,2) Rosado, Michael – (5,3) Runzer, Kelly – (5,4) Satterlee, Veronica – (6,1) Twitty, Demetrius – (6,2) Washington, Imani – (6,3) Wieszczek, Ashley – (6,4) Wilpert, John – (7,1) Wright, Devante – (7,2)

3.1 Recursive Sequences Recursive Sequences- a list of numbers defined by a starting value and rule Ex: 1, 2, 3, 4, 5, 6… Starting Value= 1 Rule= Add 1 to previous value

Create a Routine Ex: 19, 14, 9, 4,...

Create a Routine Ex:1, 4, 8, 13, 19, 26,...

Writing Recursive Routines for Calculators {Starting Value of 1 st sequence, Starting Value of 2 nd sequence…} {Ans(1) Rule, Ans(2) Rule…} Ex #1) Figure# What is the 30 th term?

Create Routine Ex #2) Figure#

Create Routine Ex: Figure#

Create Routine Ex: Figure#

Create Routine Ex: Figure##

Ex: a) Complete the table for five figures. b) Write a recursive routine to find the perimeter of each figure. Assume each side is 1 unit long. c) Find the perimeter of Figure 10. d) Which figure has a perimeter of 47. Figure number Perimeter

Do Now – Algebra I 1) Take out HW 2) Write a recursive sequence to generate the points in each graph.

Examples: #1) Sketch a graph of a walk starting at the 1-meter mark and walking away from the sensor at a constant rate of 2 meters per second.

Example #2) Sketch a graph of a walk starting at the 6-meter mark and walking toward from the sensor at a constant rate of 0.5 meter per second.

Time – Distance Relationship

Example #3) Write a set of walking instructions based on the table data, and then sketch a graph of the walk. (Hint- it might be easier to sketch your graph first) Time (s) Distance (m)

Example #4) #4) Write a set of walking directions for the graph.