1 / 15

Monday, March 8th

Monday, March 8th. Bell Ringer: Are these two expressions equal? Show why or why not. Expression A. Expression B. Homework #13: pg 152 #16-23. Bell Ringer Answer. Expression A. Expression B. What do we call this property?. Homework #13: pg 152 #16-23. The Distributive Property.

jbair
Télécharger la présentation

Monday, March 8th

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. Monday, March 8th Bell Ringer: Are these two expressions equal? Show why or why not. Expression A Expression B Homework #13: pg 152 #16-23

  2. Bell Ringer Answer Expression A Expression B What do we call this property? Homework #13: pg 152 #16-23

  3. The Distributive Property Homework #13: pg 152 #16-23

  4. The Distributive Property Homework #13: pg 152 #16-23

  5. This week Monday: I CAN review distribution and solve equations with variables on both sides Tuesday: I CAN solve equations with variables on both sides Wednesday: I CAN review solving equations Thursday: I CAN do well on the equation exam Friday: I CAN graph linear inequalities Homework #13: pg 152 #16-23

  6. Service Learning!!!!!!!!!!!! If you are interested in a service learning project with me and Mr. Chrischilles there will be a meeting on… THURSDAY MARCH 11 @ 3:30 in room 215

  7. Today: Objective: I CAN solve equations with variables on both sides Homework #13: pg 152 #16-23

  8. Let’s review how to solve equations with variables on both sides • Get all the variables to one side • Get all the numbers to the other • Solve for the variable

  9. Example #1: Solve for b Math Explanation 1. Original Equation 2. Subtract 6x from both sides 3. Add 21 to both sides 4.Divide both sides by 2 5. Solution

  10. Example #2 Period 7: Solve for m Math Explanation 1. Original Equation 2. Combine like terms 3. Add 3y to both sides 4. Add 2 to both sides 5. Divide both sides by 5

  11. Example #2: Solve for m Math Explanation 1. Original Equation 2. Combine like terms 3. subtract 2m to both sides 4. Statement is FALSE When you reach a false statement, there is NO SOLUTION

  12. No solution set This can be written as: “the empty set”

  13. Example #3: Solve for m Math Explanation 1. Original Equation 2. Distributive property 3. Add 8a to both sides 4. Statement is ALWAYS TRUE When the statement is always true, the solution is all real numbers (every possible number)

  14. Let’s review how to solve equations with variables on both sides • Get all the variables to one side • Get all the numbers to the other • Solve for the variable

  15. Stations Rules 3 problems @ each station One with distribution (1 point) One with Variables on both sides (2 points) One challenge problem (3 points) Your grade for the day is as follows: 65 (D): less than 5 points C(75): 6-7 points B (85): 8-9 points A(95): 9-12 points A+(100): 13-18 points A++(125): 19-24 points

More Related