UCS MATH 7 Semester 1 Exam---REVIEW #1 1 The highest

UCS
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MATH 7
Semester 1 Exam---REVIEW #1
The highest temperature ever recorded in Florida was on June 29, 1931. The
temperature that day was 109°F. What number represents the additive inverse of
this record high temperature?
A
-109
C
1
109
B
0
D
218
Which two numbers have a combined distance of 22.6 from 0 on the number line?
A
12.8 and -9.2
C
-18.2 and 4.1
B
18.4 and -3.2
D
-11.4 and 11.2
This chart shows the temperatures taken at noon for five consecutive days.
Day
If the difference between the temperature
on Wednesday and the temperature on
Thursday is |17| degrees, which
temperature could be Thursday’s?
Monday
65o
Tuesday
70o
Wednesday
71o
Thursday
Friday
A
–17°
C
77°
B
17°
D
88°
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Temperature (F)
n
93o
Page 1
4
5
6
7
In the first week of a fundraiser, Kyle sold 8 magazines. In the second week, he
did not sell any magazines. Which property of real numbers is demonstrated by
the equation 8 + 0 = 8 ?
A
Associative property of addition
B
Commutative property of addition
C
Identity property of addition
D
Distributive property
A ferry from town A to a nearby island runs 8 times each day. The maximum
capacity of the ferry is 85 people. What is the maximum number of people the
ferry can take from town A to the island each day?
A
85 people
C
680 people
B
170 people
D
850 people
Marlee recorded the temperature at 12:00 p.m. as 73°F. at 3:00 p.m. she
recorded the temperature at 61°F. What is the change in temperature per hour?
A
– 12°F
C
4°F
B
–4°F
D
12°F
Jared’s class measured the daily outside temperature throughout the school year.
The lowest temperature that the students recorded was – 7°F, and the highest
was 95°F. What is the difference between the highest and lowest temperatures?
A
88°F
C
98°F
B
89°F
D
102°F
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 2
8
9
Haru is using a scale to measure the mass of a rock. The scale reads 6.5 grams
when Rock A is placed on it. When he puts Rock B on the scale, he notes that the
scale reads 54.5 grams. What must Haru do to get the correct mass of the rock?
A
add 6.5 to 54.5
C
Subtract 6.5 from 54.5
B
add 13.0 to 54.5
D
Subtract 13.0 from 54.5
Look at the number line below.
Which results in 0?
A
B
move P left 4 , move Q left
then add P and Q
1
1
1
5
move P right
8
, move Q left
then add P and Q
10
2
8
,
,
C
D
Move P left
7
8
, move Q right
and
then add P and Q
1
Move P right 4 , move Q left
and then add P and Q
1
8
7
8
,
,
Alicia and Kevin go to a park trail. They start together at the center of the trail,
1
1
but Alicia goes 5 4 miles west on her bike while Kevin jogs 3 8 miles east. How far
apart are they at noon?
Trail starts at 0
A
B
2014-2015
2
1
8
3
8
8
miles
miles
MATH 7 Semester 1 Exam Review Guide #1
C
D
1
8 4 miles
1
4
mile
Page 3
11
Solve.
1
1
5 2 − (−6 4)
A
−11
B
12
11
C
3
4
D
3
4
−
3
4
3
4
Mr. Sanford asked his class to rewrite this expression using the commutative
property of multiplication.
(2 x 3) x 7
Which of the following is correct?
13
A
7 x (2 x 3)
C
2 x (3 x 7)
B
(2 x 7) + (3 x 7)
D
(7 + 2) x (7 + 3)
When Cal and Ina arrived late for a pizza party, there was only
pizza and
1
2
1
3
1
2
of a pepperoni
of a cheese pizza remaining. Together they ate of the remaining
amounts of each pizza.
• Using the distributive property, write an expression to determine the fraction of
both pizzas they ate.
• Simplify the expression to determine how much pizza they ate all together.
Use words, numbers, and/or pictures to show your work. Write your answer(s)
below.
SHORT ANSWER:
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 4
14
Ms. Kently wrote this table on the board.
X
-4
4
8
Y
1
-1
-2
Which solution correctly completes the table of solutions for
15
A
(-2,8)
C
(0,-4)
B
(-8,2)
D
(-4,0)
𝑥
𝑦
= −4 ?
3
A class has 30 cups of popcorn. They are filling individual bags with 4 cups of
popcorn. Write a number sentence to show how many bags they can fill with the
popcorn.
SHORT ANSWER:
16
1
A goldfish was 4 4 inches long.
1
Which of the following is another way to express 4 4 ?
A
4
17
C
4.14
B
9
4
D
4.25
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 5
17
Alexis owns a hair salon. The profit she earns from each haircut is modeled by the
expression below.
25x – 2(4x + 100)
Which of these shows the amount of profit in simplified form?
18
A
17x - 200
C
17x + 200
B
17x + 100
D
17x -100
The equation 𝑙 = 2𝑤 − 7shows the relationship between the length, 𝑙 , and the
width, w, of this rectangle.
Which of the following statements correctly describes this relationship?
19
A
Twice the width is 7 units less than the length.
B
The length is 7 units less than the width.
C
The length is 7 units less than twice the width.
D
Twice the length is 7 units less than the width.
Leanne observed that the temperature was 84°F at 4:00 P.M., but a cold front
caused it to drop to 78°F at 5:30 P.M. At this rate, what would be the temperature
at 8:00 P.M.?
A
60°F
C 72°F
B
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68°F
MATH 7 Semester 1 Exam Review Guide #1
D
70°F
Page 6
20
21
22
23
Evaluate the expression when x = 3 and y = -8 and x2 + 5y - 2.
A
–36
C
47
B
–33
D
77
Which fraction is equivalent to
5
6
?
A
15
24
C
45
54
B
25
36
D
55
60
Pauline paid $3.85 for a long-distance phone call she made to her grandmother.
Her phone company charged $0.20 to connect and $0.05 per minute. Solve the
equation 0.05m + 0.20 = 3.85 to find the number of minutes, m , that Pauline
was on the phone with her grandmother.
A
73 minutes
C
81 minutes
B
77 minutes
D
97 minutes
Leslie budgeted no more than $25 for a newspaper ad. The ad costs $11 plus $2
per line (L). She uses this inequality to find how many lines the ad can contain:
2L + 11 ≤ 25
What is the GREATEST number of lines Leslie can have in her ad?
A
5
C
12
B
7
D
14
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 7
24
What is the measure of ∠𝐶 in ∆𝐶𝐴𝑇?
C
3𝑥 𝑜
A
25
26
27
5𝑥 𝑜
𝑥𝑜
A
20o
C
100o
B
60o
D
180o
T
One side of a triangle has a measurement of 2cm. What could be the measurements of
the other two sides?
A
1 cm, 3 cm
C
2 cm, 2 cm
B
1 cm, 4 cm
D
2 cm, 5 cm
Michelle has a picture she wants to frame.
The diagram at the right shows the outline of
the frame. What is the value of x?
A
80°
C
100°
B
90°
D
280°
The intersection of three streets is shown in the figure below.
If all of the three streets are straight, what is the value
of x?
A
135°
C
48°
B
45°
D
52°
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 8
28
29
30
31
A ladder is leaning against a building forming a
62° angle with the ground as shown in the diagram.
Find the measure of x.
A
28°
C
118°
B
62°
D
138°
Which of the following describes all adjacent angles?
A
Adjacent angles have the same measure.
B
Adjacent angles share a side.
C
Adjacent angles always add up to 180°.
D
Adjacent angles always add up to 90°
What is the relationship of complementary angles?
A
They are equal.
C
They add up to 180 degrees.
B
They add up to 90 degrees.
D
They add up to 360 degrees.
Which of the following pairs of angles are complementary?
A
43o and 77o
C
37o and 63o
B
29o and 151o
D
24o and 66o
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 9
32
33
34
Skip this one….
A
C
B
D
Forty-five out of seventy-five students earned an A on a science exam. Which of
the following is an equivalent way to write this ratio?
A
9
25
C
3
5
B
4
7
D
2
3
Last week, Ms. Harris paid $250 for 40 hours of child care. Which statement
describes the rate Ms. Harris paid for child care?
A
She paid $0.16 per hour.
C
She paid $9.60 per hour.
B
She paid $6.25 per hour.
D
She paid $16.00 per hour.
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 10
35
Skip this one…
A
C
B
D
36 Two of every five pizzas sold at The Pizza Palace are pepperoni pizzas. Which
2
of the following ratios is equivalent to ?
5
A
12
B
14
37
C
20
D
30
24
60
30
100
The enrollment of boys and girls in each grade at East River Middle School is shown in
the table below.
What is the ratio of 8th grade boys to all 8th graders?
A
B
C
D
2014-2015
5
17
6
17
5
11
6
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MATH 7 Semester 1 Exam Review Guide #1
Page 11
Math 7 Semester 1 Exam Review #1 Answer Key
#
Answer
Standard
#
Answer
Standard
1.
A
7.NS.1.a
21.
C
7.EE.3
2.
D
7.NS.1.b
22.
A
7.EE.4.a
3.
D
7.NS.1.c
23.
B
7.EE.4.b
4.
C
7.NS.1.d
24.
B
7.EE.4
5.
C
7.NS.2.a
25.
C
7.G.2
6.
B
7.NS.2.b
26.
A
7.G.5 Interior Angles
7.
D
7.NS.3
27.
B
7.G.5 Vertical Angles
8.
C
7.NS.1.a
28.
C
7.G.5 Supplementary Angles
9.
D
7.NS.1.b
29.
B
7.G.5 Adjacent Angles
10.
B
7.NS.1.c
30.
B
7.G.5 Complementary Angles
11.
B
7.NS.1.d
31.
D
7.G.5 Complementary Angles
12.
A
7.NS.2.c
32.
7.NS.2.a
33.
C
7.RP.1
7.NS.2.b
34.
B
7.RP. 2b
7.NS.2.c
35.
𝟏 𝟏 𝟏
( + )
𝟐 𝟐 𝟑
𝟓
=
𝟏𝟐
13.
14.
B
15.
𝟑𝟎 ÷
𝟑
𝟒
16.
D
7.NS.2.d
36.
C
7.RP.2a
17.
A
7.EE.1
37.
D
7.RP.2b
18.
C
7.EE.2
19.
B
7.EE.3
20.
B
7.EE.3
2014-2015
MATH 7 Semester 1 Exam Review Guide #1
Page 12