p. 58 #10 – 19 (pick 4) #20 - 49 (pick 6)
TRANSCRIPT
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P. 58 #10 – 19 (pick 4)
#20 - 49 (pick 6)
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#20 - 49 (pick 6)
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#20 - 49 (pick 6)
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#20 - 49 (pick 6)
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#20 - 49 (pick 6)
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#52 -71 (pick 5)
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#52 -71 (pick 5)
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#52 -71 (pick 5)
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Lesson 1-8: Solving Absolute Value
Equations and Inequalities
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Warm-Up:
m = -4 m = 2 m = 0
k > 8 k < -12 k > -2
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TRY THIS - page 63
Solve 3 5 7. Graph the solution on a number line.x
3 5 7 or 3 5 7x x
3 2x 2
3x
3 12x
4x
Check by graphing
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3 5 7 - means "for which x values does the
equation 3 5 intersect the equation 7?"
x
y x y
24
3x x
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Absolute Value Equations can have
0, 1, 2, or infinitely many solutions
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2 solutions no solution
1 solution Infinitely many solutions
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Example 2 Solve 3 3 5x x 3 3 5 or 3 (3 5)x x x x 2 8
4
x
x
3 3 5x x 4 2x
1
2x
Extraneous solution
Only one solution exists
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TRY THIS - page 64: Solve 4 1. Check your solution.x x
4 1
0 5
nonsense
x x
4 ( 1)
4 1
2 3
3 or 1.5
2
x x
x x
x
x
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< will represent AND - think “less thAND”
> will represent OR - think “greatOR than”
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Example 3 Solve 5 3 9. Graph on a number line.x
5 3 9 OR 5 3 9x x greatOR
3 4x 43
x
3 14x 143
x 1.3x 4.6x
For what values of x is above 5 3y x 9 ?y
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1.3 OR 4.6x x
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TRY THIS: middle of page 65 3x 7 > 1
<> or3x 7 1 3x 7 1
Check by graphing:
Symbol says greatOR
x >8
3x < 2or
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TRY THIS - bottom of p. 65Solve 5 3 7. Graph the solution. x
5 3 7 AND 5 3 7x x
5 10
2
x
x
5 4
4 or 0.8
5
x
x x
42 AND
54
or more simply: 25
x x
x
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Class Practice: page 67 #6, 7, 9, 11, 12, 14, 15, 17
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Class Practice: page 67 #6, 7, 9, 11, 12, 14, 15, 17
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Class Practice: page 67 #6, 7, 9, 11, 12, 14, 15, 17
114. 5
21 1
5 and 52 2
9 11 and
2 2 or 5.5 4.5
x
x x
x x
x
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Class Practice: page 67 #6, 7, 9, 11, 12, 14, 15, 17
All real numbers
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HOMEWORK:
Worksheet 1.8OR
p. 67 #19 - 24p. 68 #25, 35, 36, 40, 41, 44, 45
Chapter 1 TEST - Wednesday