Algebra 2: New Groups 3 rd 3 Period For Each Group Leader we need a balanced team of learning...
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Transcript of Algebra 2: New Groups 3 rd 3 Period For Each Group Leader we need a balanced team of learning...
Algebra 2: New Groups 3rd 3 Period For Each Group Leader we need a balanced team of learning styles, so split up the rest of the numbers evenly.
John Ferguson Caleb Mattox Austin Wood(Visual) (Kinesthetic) (Auditory)
1.Auditory/Kinesthetic2.Reading3.Kinesthetic4.Kinesthetic5.Reading
6.Reading/Auditory/Kinesthetic7.Auditory8.Kinesthetic9.Visual10.Visual
Algebra 2: New Groups 2nd B Period For Each Group Leader we need a balanced team of learning styles, so split up the rest of the numbers evenly.
Nancy Alvarado-Flores Carlos Auces Forrest Christensen(Kinesthetic) (Kinesthetic) (Reading)
Lucas Marchand Lindsey Mason Danycia Riley Sarabeth Trinidad(Kinesthetic) (kinesthetic) (Visual/Auditory) (Visual)
8.Reading9.Visual10. Kinesthetic11.Reading12. Kinesthetic13.Auditory/Kinesthetic14. Kinesthetic
1.Auditory/Kinesthetic2.Kinesthetic3. Kinesthetic4.Auditory5. Kinesthetic6.Auditory/Kinesthetic7. Kinesthetic
15.Visual16. Kinesthetic17.Kinesthetic18.Reading19.Reading20.Kinesthetic
Algebra 2: New Groups 3rd B Period For Each Group Leader we need a balanced team of learning styles, so split up the rest of the numbers evenly.
Tyler Green Katie Kelly Jared Lewis(Visual) (Kinesthetic) (Reading/Auditory)
1.Auditory/Kinesthetic2.Visual/Reading3.Visual4.Kinesthetic5.Auditory6.Visual/Reading
7.Visual8.Auditory/Kinesthetic9.Kinesthetic10.Kinesthetic11.Kinesthetic12.Auditory/Kinesthetic13.Kinesthetic
Evaluate nth Roots, Use Rational Exponents, and Apply Properties of Rational Exponents. GOALS: “”
Algebra 2: Notes 6.1 & 6.2:
What are the properties of exponents?
6.1 & 6.2 Example 1: Find the indicated real nth root(s) of a.
1. Rewrite as a radical 3 64
3 3 63 64 1 2
33 64 1 2 2 2 2 2 2 2. Find the prime factors of the # inside
3 6 1 23 3 364 1 2 1 2
3. Divide the power by the root
4. Simplify
3 64 4
1. Rewrite as a radical 6 729
666 729 3
6 6729 3 3 3 3 3 3 2. Find the prime factors of the # inside
6 16 6729 3 3
3. Divide the power by the root
4. Simplify
6 729 3
6.1 & 6.2 Example 2: Evaluate an expression w/rational exponents.
1. Get positive exponents 4 34 3
18
8
4 33
1
2
2. Find the prime factors of the base
4
1
23. Simplify powers
4. Simplify 4 3 18
16
1. Get positive exponent & write as a radical
4 3
43
18
8
433
1
2
2. Find the prime factors of the # inside
12 3 4
1 1
2 2
3. Multiply powers & divide the power by the root
4. Simplify
4 3 18
16
PS 6.1 pg.417 #7, 11, 27-45 odds
6.1 & 6.2 Example 3: Solve equations with nth roots.
1. Isolate exponent
62 1458
2 2
x
6 729x
2. Take the root of both sides.
66 6 729
3
x
x
34 12x
3 33
3
4 12
4 12
x
x
3
3
4 12
4 4
4 12
1.71
x
x
x
3. Solve for x
1. Isolate exponent
2. Take the root of both sides.
6.1 & 6.2 Example 4: Problem Solving with nth roots.
1. Write model for population
31.21
tP C
19 375 1.21P
2. Substitute for C & t.
250.82P 3. Simplify
PS 6.1 pg.417 #49-57 odds
6.1 & 6.2 Example 5: Use properties of exponents and radicals.
312 49 5 49
6 3 3 67 5 2 1 27 5 1 249 5
5 27 9 5 243 55 3 3
3192
3 3 64 4
6.1 & 6.2 Example 6: Write radicals in simplest form.
5 72 5 55 2 22 2 2 2 52 4
2 3 2 32 7 12 9 12
44 42 3 3 4 4 42 3 3 3
5 155 2 x 32x
1 2 4 2 10 236 m n 2 56m n
b.
a.
e.
d.
c.
6.1 & 6.2 Example 6: Write radicals in simplest form.
9 33
263
a a
bb
4 3 2 7 5
3
17
x zy
PS 6.2 pg.424 #7, 11, 15-25, 29, 35, 41-49, 53-61 odds
5 2 3 27x y z
2 2
46 2
a b
b b
2 2 2 24
48 2
a b a b
b b
5 510 6 4y y
2 1 4 2 1 43 4 7a b a b
g.
f.
i.
h.
j.