# Document 17959773

```Numbers
and
Operations
Algebra
Measurement
Geometry
Data
Analysis
100
100
100
100
100
200
200
200
200
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300
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300
300
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400
400
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500
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Numbers
and
Operations
Algebra
Measurement
Geometry
Data
Analysis
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
Numbers and Operations - \$100
The value of 23
is between what two integers?
1.12.6
Numbers and Operations - \$100 Answer
4 and 5
Numbers and Operations - \$200
The expression below shows what real
number property?
 3a  b   c   b  3a   c
1.12.8
Numbers and Operations - \$200 Answer
Commutative Property
Numbers and Operations - \$300
Perform the operations on the matrices.
 1 0
1 1
 3 2   2 0 4 




1.12.7
Numbers and Operations - \$300 Answer
 1 2 
 3 6


Numbers and Operations - \$400
128
1.12.7
Numbers and Operations - \$400 Answer
8 2
Numbers and Operations - \$500
Simplify:
25  5
2
1.12.7
Numbers and Operations - \$500 Answer
5 2
Algebra - \$100
Simplify the expression:

3 x y x  5 xy
2
4
2

2.12.3
3x y  15x y
6
3 3
Algebra - \$200
Find the 6th term in the sequence
3, 7, 15, 31, …
2.12.1
127
Algebra - \$300
Factor the polynomial:
2 x  15 x  8
2
2.12.3
 2 x  1 x  8
Algebra - \$400
Solve for y in the equation:
x
 3 y  2  x  1
4
2.12.2
7
2
y  x
12
3
Algebra - \$500
Solve the system of equations:
2x  y  5
x  3y  6
2.12.5
 3, 1
Measurement - \$100
Which measurement is more precise,
10 mm, 1.1 cm, or 9.8 mm?
3.12.2
9.8 mm
Measurement - \$200
The temperature in a city was 35&deg;C.
What was the temperature in degrees
Fahrenheit?
3.12.3
95&deg;F
Measurement - \$300
The ratio of the sides of two similar
polygons is 2:3. What is the ratio of
the areas of the polygons?
4:9
Measurement - \$400
Logan has \$500 to deposit into a bank
account that pays 5% simple interest.
How many years will he have to leave
the money in his account in order for
Logan to double her money?
3.12.4
20 years
Measurement - \$500
Write an absolute value inequality to
represent the tolerance range of
5  0.01
3.12.2
x  5  0.01
Geometry - \$100
Determine the angle measures of the
triangle with the given side lengths.
A
2
1
B
C
3
4.12.2
mA  60
mB  90
mC  30
Geometry - \$200
Identify the lines as parallel,
perpendicular, or neither.
1
y  7   x  2
3
9 x  3 y  12
4.12.5
Perpendicular
Geometry - \$300
The size of a television is given by the
length of its diagonal. If a television
has the following dimensions, then
what is the size of the television?
18 by 24
4.12.7
30
Geometry - \$400
*Daily Double!*
What is the measure of one interior
angle of a regular octagon?
4.12.1
135&deg;
Geometry - \$500
Solve for x:
x
2

1
 3x  11
4.12.6
2, 5
Data Analysis - \$100
Find the median of the data:
5, 10, 7, 8, 4, 5
5.12.2
6
Data Analysis - \$200
How many different ways can a group of 10
runners finish a race in 1st, 2nd, and 3rd
place?
5.12.4
720
Data Analysis - \$300
A principal surveys the entire student
population of a school to find out their
favorite lunch item. Is this an example of
a sample or a census?
5.12.3
census
Data Analysis - \$400
When flipping a coin and rolling a number
cube, what is the probability of getting a
tail and a 5 or 6?
5.12.5
1
6
Data Analysis - \$500
Use the box-and-whisker plot.
What percent of the values in the plot are
less than or equal to 90?
5.12.1
75%
Final Jeopardy Category:
Integrating Algebra
with Geometry
Final Jeopardy Question
What integer value of x would make
the lines l and m parallel?
 3x
2
 4 x  40

100  3x 
l
m
2.12.6, 4.12.6