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JEOPARDY

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There are 9 bears that ride a bike. Of those bears that sing, 4 of them also dance. Of those bears that sing, 3 also ride a bike. ... – PowerPoint PPT presentation

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Title: JEOPARDY


1
Welcome
to
Jeopardy!
2
Pre Algebra
  • Review Chapter 3
  • Solving Equations Inequalities, Perimeter
    Area, Logical Reasoning

3
Graphing Equations Inequalities
SolvingEquations
SolvingInequalities
Area Perimeter
LogicalReasoning
100
100
100
100
100
200
200
200
200
200
300
300
300
300
300
400
400
400
400
400
500
500
500
500
500
4
Graphing Equations Inequalities for 100
Draw the graph of x -3
5
Graphing Equations Inequalities for 100
Draw the graph of x -3
0
1
2
3
4
5
6
-1
-2
-3
-4
-5
-6
6
Graphing Equations Inequalities for 200
Draw the graph of x lt 4
7
Graphing Equations Inequalities for 200
Draw the graph of x lt 4
0
1
2
3
4
5
6
-1
-2
-3
-4
-5
-6
8
Graphing Equations Inequalities for 300
Write the equation/inequality represented by the
graph
0
1
2
3
4
5
6
-1
-2
-3
-4
-5
-6
9
Graphing Equations Inequalities for 300
Write the equation/inequality represented by the
graph
0
1
2
3
4
5
6
-1
-2
-3
-4
-5
-6
x -2
10
Graphing Equations Inequalities for 400
Write and graph the equation/inequality for a
number is at least -4
11
Graphing Equations Inequalities for 400
Write and graph the equation/inequality for a
number is at least -4
0
1
2
3
4
5
6
-1
-2
-3
-4
-5
-6
x -4
12
Graphing Equations Inequalities for 500
Suppose that x represents the temperature over
the course of a day. The low temperature is 45
and the high temperature is 57. Write an
inequality to represent this situation and graph
it.
13
Graphing Equations Inequalities for 500
Suppose that x represents the temperature over
the course of a day. The low temperature is 45
and the high temperature is 57. Write an
inequality to represent this situation and graph
it.
51
52
53
54
55
56
57
50
49
48
47
46
45
45 x 57
14
Solving Equations for 100
Solve for x x 27 15
15
Solving Equations for 100
Solve for x x 27 15
27
27
x 42
16
Solving Equations for 200
Solve for x x 18 12
17
Solving Equations for 200
Solve for x x 18 12
- 18
- 18
x -6
18
Solving Equations for 300
Solve for x x (-34) -15
19
Solving Equations for 300
Solve for x x (-34) -15
x 34 -15
34
34
x 19
20
Solving Equations for 400
Solve for x x - (-48) -116
21
Solving Equations for 400
Solve for x x - (-48) -116
x 48 -116
- 48
-48
x -164
22
Solving Equations for 500
Solve for x -135 -x -42
23
Solving Equations for 500
Solve for x -135 -x -42
135
135
-x 93
x -93
24
Solving Inequalities for 100
Solve for x 3x 63
25
Solving Inequalities for 100
Solve for x 3x 63
3
3
x 21
26
Solving Inequalities for 200
Solve for x x - 27 lt -6
27
Solving Inequalities for 200
Solve for x x - 27 lt -6
27
27
x lt 21
28
Solving Inequalities for 300
Solve for x -4x 1036
29
Solving Inequalities for 300
Solve for x -4x 1036
-4
-4
x -259
30
Solving Inequalities for 400
The difference between two numbers is at most 38.
The smaller number is -12. What is the larger
number?
Define a variable.Write an inequality.Solve the
inequality.
31
Solving Inequalities for 400
The difference between two numbers is at most 38.
The smaller number is -12. What is the larger
number?
x is the larger number
x (-12) 38
x 12 38
- 12
- 12
x 26
32
Solving Inequalities for 500
The product of a number and -8 is at least 2368.
Find the number.
Define a variable.Write an inequality.Solve the
inequality.
33
Solving Inequalities for 500
The product of a number and -8 is at least 2368.
Find the number.
x is the unknown number
(-8)x 2368
-8
-8
x -296
34
Area Perimeter for 100
Find the area and perimeter of the rectangle.
12 m
14 m
35
Area Perimeter for 100
Find the area and perimeter of the rectangle.
Area 12 x 14 168 sq m
12 m
Perimeter 12 14 12 14 52 m
14 m
36
Area Perimeter for 200
Find the area and perimeter of the rectangle.
.83 ft
1.2 ft
37
Area Perimeter for 200
Find the area and perimeter of the rectangle.
Area .83 x 1.2 .996 sq ft
.83 ft
Perimeter .83 1.2 .83 1.2 4.06 ft
1.2 ft
38
Area Perimeter for 300
A rectangle has an area of 24. List all of the
possible perimeters.
39
Area Perimeter for 300
A rectangle has an area of 24. List all of the
possible perimeters.
6
8
24
4
12
Perimeter 20
3
Perimeter 22
2
Perimeter 28
1
Perimeter 50
40
Area Perimeter for 400
A rectangle has a perimeter of 20. List all of
the possible areas.
41
Area Perimeter for 400
A rectangle has a perimeter of 20. List all of
the possible areas.
6
4
7
9
Area 24
8
3
Area 21
5
2
Area 16
5
1
Area 25
Area 9
42
Area Perimeter for 500
What are the dimensions of a rectangle that has
an area of 60 and a perimeter of 34?
43
Area Perimeter for 500
What are the dimensions of a rectangle that has
an area of 60 and a perimeter of 34?
AREA 12 x 5 60 PERIMETER 12 5 12 5
34
12
5
Length 12 Width 5
44
Logical Reasoning for 100
Use the clues to determine the mystery number
from the following choices.
CHOICES 6 408 4210 4413 4919 5021 5324 572
5 6130 6431 6534 70
CLUES1) The mystery number is even.2) The
mystery number is divisible by 5.3) The mystery
number is less than 35 but greater than 15.
45
Logical Reasoning for 100
CHOICES 6 408 4210 4413 4919 5021 5324 572
5 6130 6431 6534 70
CLUES1) The mystery number is even.2) The
mystery number is divisible by 5.3) The mystery
number is less than 35 but greater than 15.
46
Logical Reasoning for 200
Remove seven letters from the sentence below so
that it is still a true statement FIVE PLUS SIX
PLUS SEVEN EIGHTEEN
47
Logical Reasoning for 200
Remove seven letters from the sentence below so
that it is still a true statement IV PLUS IX
PLUS V EIGHTEEN
48
Logical Reasoning for 300
A teacher wants to give each student in her class
some counters for a group activity. She wants
everyone to get an equal number of counters. The
teacher has fewer than 100 counters. If she
splits the class into groups of 2, 3, or 4
students, she will have 1 counter left over after
passing all of them out. If she uses groups of
5, she will have none left over. What is the
maximum number of counters that the teacher could
possibly have?
49
Logical Reasoning for 300
There are two numbers tht satisfy all of the
conditions 25 and 85.85 is the largest possible
number of counters.
85 5 17 R 085 2 42 R 185 3 28 R
185 4 21 R 1
50
Logical Reasoning for 400
At a restaurant, 3 people order eggs only, 2
people order eggs and sausage only, 1 person
orders sausage and hashbrowns only, 2 people
order hashbrowns only, 3 people order sausage
only, 1 person orders eggs, sausage, and
hashbrowns, 2 people order eggs and hashbrowns
only.
How many people ordered eggs? How many people
ordered sausage? How many people ordered
hashbrowns?
51
Logical Reasoning for 400
sausage
2
eggs
3
3
1
1
2
2
hashbrowns
How many people ordered eggs? 8 How many people
ordered sausage? 7 How many people ordered
hashbrowns? 6
52
Logical Reasoning for 500
At the circus there are 16 bears that perform.
There are 9 bears that sing. There are 8 bears
that dance. There are 9 bears that ride a bike.
Of those bears that sing, 4 of them also dance.
Of those bears that sing, 3 also ride a bike. Of
those bears that sing, 2 also dance and ride a
bike. How many bears sing only?
53
Logical Reasoning for 500
dance
2
sing
4
2
1
bike
4 bears sing only.
54
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