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Warm Up Simplify: Simplify: Solve: 3 2

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Presentation on theme: "Warm Up Simplify: Simplify: Solve: 3 2"β€” Presentation transcript:

1 Warm Up Simplify: Simplify: 8 4 3 Solve: 3 2π‘₯+1 =βˆ’2 2 π‘₯ +4= 3 5 5𝑏 3
5𝑏 3 π‘Ÿ 10 π‘Ÿ 7 3 𝑏 4 2 π‘Ÿ βˆ’5 π‘š π‘š βˆ’3 4 Simplify: 8 4 3 Solve: 3 2π‘₯+1 =βˆ’2 2 π‘₯ +4= 3 5

2 Warm Up Simplify: 5𝑏 3 π‘Ÿ 10 π‘Ÿ 7 3 𝑏 4 2 π‘Ÿ βˆ’5 π‘š π‘š βˆ’3 4

3 Warm Up Simplify: 8 4 3

4 Warm Up Solve: 3 2π‘₯+1 =βˆ’2

5 Warm Up Solve: 2 π‘₯ +4= 3 5

6 Solving Nth Root Equations
We talked last week about solving square root equations What if the equation isn’t a square root but a 4th root? What if you have an exponent under the radical?

7 Solving Nth Root Equations
Example 1: 4 π‘₯ 2 +5 = 2 π‘₯ 2 +5=16 βˆ’5 βˆ’5 π‘₯ 2 =11 π‘₯=Β± 11 4 ( ) 4

8 Solving Nth Root Equations
Example 2: 6 π‘₯ 3 βˆ’61 +10=12 βˆ’10 βˆ’10 6 π‘₯ 3 βˆ’61 =2 π‘₯ 3 βˆ’61= π‘₯ 3 =125 π‘₯=5 6 ( ) 6 3

9 Solving Nth Root Equations
3 π‘₯ 5 βˆ’3 +7=15 3 (π‘₯βˆ’4) 2 =4

10 Solving Nth Root Equations
3 (π‘₯βˆ’4) 2 =4

11 Solving Nth Root Equations
A quick note about notation: (π‘₯βˆ’4) 2 3 =4

12 Practice Proficient Advanced 20𝑛 βˆ’9=1 βˆ’33=βˆ’9βˆ’ 4π‘₯ 3 π‘₯ +4=3 π‘₯ 3 2 =729
βˆ’33=βˆ’9βˆ’ 4π‘₯ 3 π‘₯ +4=3 π‘₯ =729 6 32π‘˜ 5 =32 π‘₯ =729 6 32π‘˜ 5 =32 2π‘₯βˆ’ =67 41= 𝑏 4βˆ’ π‘Ÿ =βˆ’124

13 Practice Proficient Advanced 𝑛=5 π‘₯=144 π‘₯=βˆ’1 π‘₯=81 π‘˜=2 π‘₯=81 π‘˜=2
π‘₯=33 or π‘₯=βˆ’31 𝑏=16 π‘Ÿ=19

14 AA1 Unit Test Your next test will be on Thursday, October 16 We will review in class on Monday and Tuesday for the test.

15 AA1 –Creating and Solving Equations
ALGEBRA 3-4 AA0 – Review Unit LAST UNIT CURRENT UNIT AA2 – Graphs and their Transformations AA1 –Creating and Solving Equations NEXT UNIT AA1a Manipulating Equations and Inequalities is about... AA1b Solving Inequalities Simplifying and Solving AA1b Solving Rational Equations AA1b Solving Nth Root Equations Printed on colored cardstock (different color for each learning target) Background knowledge Solve for y: βˆ’3 2π‘₯+4𝑦 =16 Solve for p: 3π‘˜βˆ’4𝑝β‰₯12 Solve: 2π‘₯βˆ’ π‘₯βˆ’1=4π‘₯βˆ’18 4) Solve: a) π‘₯ 3 +6=14 b) βˆ’3 π‘₯βˆ’4 2 =βˆ’27 5) Solve: 2βˆ’5 3π‘₯+1 >4π‘₯βˆ’12+6π‘₯ Solving Basic Inequalities Solving Multi-Step Equations Basic Understanding of Roots Self-Assessment Questions

16 Exit Slip What is one topic you think you need to review before the test? What is one positive and one negative about October so far? Homework: Solving Nth Root Equations WS

17 Self -Test On a fresh sheet of paper, answer the self-assessment questions from the bottom of the Unit Organizer Make a note of what you think is easy, what you think you might need to review Answers: 𝑦=βˆ’ 1 2 π‘₯βˆ’ 4 3 𝑝≀ 3 4 π‘˜βˆ’3 π‘₯=19 4) a) π‘₯=2 b) π‘₯=7 or π‘₯=1 5) π‘₯< 9 25


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