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Warm Up- Monday 10/24/16 Do 3! 1. Years (x) 0 1 2 Height of Tree (Y) 3 6 9 5. 4. What does the x-intercept represent? 1 Other quiz questions 2 This Week in Work (TWIW) Homework Due Thursday! Questions on wkst 9 or 10 3 Tutoring Morning (8:05 β 8:40 AM) Afternoon (4:15 β 4:45 PM) Monday Tuesday Wednesday Thursday Friday 4 By the end of class todayβ¦ SWBAT solve linear inequalities in standard form. Our Goals This Week: HW 90% D.O.L. 75% Why This Matters Inequalities are totally useful in real life! Working with money and weights 5 Review: 4 minutes Menu 3,1 Graph 6 Key Points: <very important> Y = 3x + 2 Y < 3x + 2 equations 7 Example 1: Steps: 1. Add or subtract 2. Divide by coefficient 3. Flip inequality sign (if needed) Think About It: What would you do if it was the equation β3π₯ + 1 = 10? 8 You try 2: Steps: 1. Add or subtract 2. Divide by coefficient 3. Flip inequality sign (if needed) Think About It: What would you do if it was the equation 4π¦ β 5 = 15? 9 Steps: 1. Substitute 2. Add or subtract 3. Divide by coefficient 4. Flip inequality sign (if needed) Example 4: 3 Think About It: What would you do if it was the equation β 2 π₯ β 2π¦ = 10? 10 Example 5: Whiteboard 5. Given (3, y) solve: βππ + π > ππ Steps: 1. Substitute 2. Add or subtract 3. Divide by coefficient 4. Flip inequality sign (if needed) Think About It: What would you do if it was the equation β2π₯ + π¦ = 14? 11 Steps: 1. Substitute 2. Add or subtract 3. Divide by coefficient 4. Flip inequality sign (if needed) Example 5: 6. If y = -1, solve for x π β π β ππ β₯ π π 1 Think About It: What would you do if it was the equation β 6 π₯ β 4π¦ = 7? 12 Whiteboard: Steps: 1. Add or subtract 2. Divide by coefficient 3. Flip inequality sign (if needed) Think About It: What would you do if it was the equation 4π¦ β 5 = 15? 13 Independent Practice β’ You have 8 minutes to choose 10 problems. β’ Feeling like this guy? Go for gold! Get all of βem! β’ Check your work on the back wall β NO PEN/PENCILS! 14 DOL: 1. Given y = 2, solve for x: 2π₯ β 5π¦ β₯ 15 2. Given (0, y), sovle for y: 6π₯ β 7π¦ β€ 49 3. If y = 12, what are all the possible values for x? 10π¦ + 2π₯ < 120 ? 4. If x = -1, what are the possible values for y? βπ¦ β π₯ > 10 15