1 / 12

4 th Period Seating Chart

4 th Period Seating Chart. Front  Door. 8 th Period Seating Chart. Door. Taquanda Scott. Joseph West. Tracy Pratt. Christian Bryant. Devyn Harvey. Sherman Lyons. Jessica Murphy. Scott Thorpe. Kayla Smith. Brianna Nichols. Latavia Walker. Jackie Obah.

tallys
Télécharger la présentation

4 th Period Seating Chart

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. 4th Period Seating Chart Front  Door

  2. 8th Period Seating Chart Door Taquanda Scott Joseph West Tracy Pratt Christian Bryant Devyn Harvey Sherman Lyons Jessica Murphy Scott Thorpe Kayla Smith Brianna Nichols Latavia Walker Jackie Obah Nicklous Wilson Alishia Peters Tyler Singletary Michael Flowers Matthew Tate Yasmine Treaseh Kendal Malone Tereck Mosley Cherish Solomon D’Andre Washington Leo Brown Saintario Mitchell Demetrius Thomas Kierra Pettis Greatly Mullins Breanna Ford Front

  3. Warning/Consequence System • 1st Warning – Verbal • 2nd Warning – Conference After Class/School • If you miss conference, call home • 3rd Warning – Conference After Class/School + Call home • 4th Warning – Detention

  4. Review Game Tuesday, October 4th

  5. Teams and Partners • Team 1 • Row 1: Greatly & Breanna • Row 2: Leo & Saintario • Row 3: Kendal & Tereck • Row 4: Tyler & Michael • Team 2 • Row 1: Jackie & Latavia • Row 2: Jessica & Scott • Row 3: Devyn, Joseph, & Christian • Row 4: Sherman, Tracy, & Brianna • Team 3 • Row 1: Demetrius & Kierra • Row 2: Cherish, Alishia, & Yasmine • Row 3: Matthew & Yasmine • Row 4: Nicklous & Kayla

  6. Directions • 4 questions plus 2 extra questions will come on the board. • You and your partner should work on the problem assigned to your row. • When finished hold up your mini-chalkboard for Ms. Pittman to check (MUST INCLUDE WORK AND THE CORRECT ANSWER FOR YOU TO RECEIVE POINTS) • The first group from each row to answer the row’s question correctly on the mini-chalkboard (including work) will receive 5 points for their team. • The second group receives 3 points • The third group receives 2 points • The fourth group receives 1 point • If finished with the row’s question, you and your partner can do either one of the extra questions • Only the first partner team to correctly answer the extra question will receive 3 points for their column team.

  7. Material Pick-Up • 1 person from each team pick up • 4 chalkboards, • 4 pieces of chalk, • and 4 napkins • Put your team number and row number in upper corner • For example, if I were on team 3, row 2 I would put 3 2 in the upper corner of my board

  8. Substitute a=1, b = -2, c = 5 Row 1: b3 – 2b2 – b + 1 Row 2: 2a + 3(b + c) Row 3: a4/[2(b + c)2] Row 4: b(a2 – c2) EXTRA!!!! Substitute r=-6, s=-4, t=1 X1) (5t2 – t2– 4)/(rs) X2) [(r + s + t)2]/(rs2t) 3 11 1/18 48 0 27/32 Order of Operations and Substitution

  9. Points, Lines, and Planes • Row 1: What is another name for line AD? DE or ED • Row 2: Name two lines that intersect with BD. AD and AB • Row 3: Name the intersection of lines AC and CD. Point C • Row 4: What is another name for plane CDB? Plane P or Plane CDF or Plane BCF or Plane BDF • EXTRA!!!! • X1) How many planes are shown? 4 • X2) Name two points coplanar with A. B,D or C,D or B,C • Row 1: What is another name for line AD? • Row 2: Name two lines that intersect with BD. • Row 3: Name the intersection of lines AC and CD. • Row 4: What is another name for plane CDB? • EXTRA!!!! • X1) How many planes are shown? • X2) Name two points coplanar with A.

  10. Row 1: Given that R is between S and T, find RS if TS=11.75 and TR=3.4. (Hint: Draw the figure) Row 2: Find x if PQ is congruent to RS, PQ=9x-7, and RS= 29 Row 3: Given that R is between S and T, find TS if RS=6 & TR=4.5. (Hint: Draw the figure) Row 4: Find x if RS = 24 centimeters. EXTRA!!! X1) What is the length of UV if WX is the segment bisector of UV at point Z? Segment Addition • Row 1: Given that R is between S and T, find RS if TS=11.75 and TR=3.4. (Hint: Draw the figure) RS = 8.35 • Row 2: Find x if PQ is congruent to RS, PQ=9x-7, and RS= 29 x = 4 • Row 3: Given that R is between S and T, find TS if RS=6 & TR=4.5. (Hint: Draw the figure) TS = 10.5 • Row 4: Find x if RS = 24 centimeters. x = 3 • EXTRA!!! • X1) What is the length of UV if WX is the segment bisector of UV at point Z? UV = 40

  11. Distance and Midpoint on a Number Line • Row 1: Find the distance and midpoint of AE • Row 2: Find the distance and midpoint of CD • Row 3: Find the distance and midpoint of FG • Row 4: Find the distance and midpoint of BC • EXTRA!!!! • X1) Find the distance and midpoint of AF • X2) Find the distance and midpoint of BG • Row 1: Find the distance and midpoint of AE d = 11; m = -3.5 • Row 2: Find the distance and midpoint of CD d = 4; m = -2 • Row 3: Find the distance and midpoint of FG d = 5; m = 5.5 • Row 4: Find the distance and midpoint of BC d = 3; m = -5.5 • EXTRA!!!! • X1) Find the distance and midpoint of AF d = 12; m = -3 • X2) Find the distance and midpoint of BG d = 15; m = 0.5

  12. Distance and Midpoint between Two Points Find the distance (using Pythagorean Theorem or Distance Formula) and midpoint between: • Row 1: (5, -2) and (1, 3) • Row 2: (-2, 7) and (4, -6) • Row 3: (9, 1) and (2, 6) • Row 4: (4, -6) and (-5, 2) EXTRA!!! Find the other endpoint: • X1) Given endpoint (4, 2) and midpoint (5, 3) • X2) Given endpoint (-2, 6) and midpoint (-6, 5) Find the distance (using Pythagorean Theorem or Distance Formula) and midpoint between: • Row 1: (5, -2) and (1, 3) d = sqrt(41); m = (3, 0.5) • Row 2: (-2, 7) and (4, -6) d = sqrt(205); m = (1,0.5) • Row 3: (9, 1) and (2, 6) d = sqrt(74); m = (5.5, 3.5) • Row 4: (4, -6) and (-5, 2) d = sqrt(145); m = (-0.5,-2) EXTRA!!! Find the other endpoint: • X1) Given endpoint (4, 2) and midpoint (5, 3) (6,4) • X2) Given endpoint (-2, 6) and midpoint (-6, 5) (-10,4)

More Related