1. Lesson 31 – Simplifying Radical Expressions Math 2 Honors - Santowski 10/26/20151Math 2 Honors - Santowski

2. FAST FIVE  Evaluate each expression if p = 4 and q = -3 10/26/20152Math 2 Honors - Santowski

3. Opening Investigation  Prepare a table of values and then graph the following “functions” 10/26/20153Math 2 Honors - Santowski

4. Opening Investigation  Given the functions you have investigated, what is true about the “algebraic operations” (THINK: input & output) defined by 10/26/20154Math 2 Honors - Santowski

5. Opening Investigation  Simplify the following expressions: 10/26/20155Math 2 Honors - Santowski

6. (A) Terminology Associated with Radicals  Index of the radical  Radical sign  Radicand  Simplest form  Mixed radicals  Entire radicals 10/26/20156Math 2 Honors - Santowski

7. (B) Simplest Form  Simplify: 10/26/20157Math 2 Honors - Santowski

8. (C) Simplifying Radicals with Variables  Simplify the following: 10/26/20158Math 2 Honors - Santowski

9. (D) Operations With Radicals – Add & Subtract  In order to add and subtract with radicals, the (a) indices must by the same and (ii) the radicands must be “alike”  Simplify the following: 10/26/20159Math 2 Honors - Santowski

10. (E) Operations with Radicals: Multiply and Divide  T or F  10/26/201510Math 2 Honors - Santowski

11. (E) Operations with Radicals: Multiply and Divide  Simplify the following: 10/26/201511Math 2 Honors - Santowski

12. (F) Homework  p. 533 # 15-91 every other odd 10/26/201512Math 2 Honors - Santowski