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Worksheets'21-22 Semester 2 Interim Review
Total questions: 111
Worksheet time: 7hrs 12mins
Name
Class
Date
1.
a)
40 in2
b)
40
c)
40 in
d)
4 in2
2.
a)
1 ft2
b)
4 ft2
c)
4 ft
d)
4 ft3
3.
Find the area of the triangle pictured.
a)
22.5 cm2
b)
45 cm2
c)
15.75 cm2
d)
31.5 cm2
4.
Penny's garden has a fountain in the middle that has a base of 5 in. and the height is 9 in. The garden around it has a base of 16 in. and the height is 5 in. What is the area of the garden?
a)
80in
b)
35in2
c)
35cm2
d)
80in2
5.
To calculate the amount of carpeting needed for your bedroom, which of the following should you find:
a)
Area
b)
Perimeter
c)
Surface Area
d)
Volume
6.
What is the area of this figure?
a)
40 square units
b)
40 units
c)
40
7.
Find the area.
a)
27.3 mi2
b)
54 mi2
c)
27 mi2
d)
54.6 mi2
8.
Find the area of a parallelogram with a base of 30 m and a height of 25 m
a)
750 m2
b)
375 m2
c)
705 m2
d)
110 m2
9.
A triangle with a height of 20 cm and a base of 9 cm has an area of what?
a)
90 cm squared
b)
29 cm squared
c)
180 cm squared
d)
29 mm squared
10.
How many square units are in this shape? (What is the area?)
a)
9 square units
b)
35 square units
c)
23 square units
d)
14 square units
11.
What is the area of this shape?
a)
6 m2
b)
12 m2
c)
3 m2
d)
2.666 m2
12.
What is the area?
a)
14 ft2
b)
42 ft2
c)
12 ft2
d)
21 ft2
13.
What is the area?
a)
60 in2
b)
120 in2
c)
255 in2
d)
127.5 in2
14.
What is the area?
a)
84 cm2
b)
168 cm2
c)
91 cm2
d)
105 cm2
15.
What is the area of the shaded region?
a)
19.8 cm2
b)
25.16 cm2
c)
32.6 cm2
d)
14.96 cm2
16.
What is the area of the shaded region?
a)
20 sq cm
b)
4 sq cm
c)
30 sq cm
d)
24 sq cm
17.
Solve.
a)
102 m2
b)
39 m2
c)
51.2 m
d)
81 m2
18.
What is the area of the composite figure?
a)
144 m2
b)
111 m2
c)
45 m2
d)
70 m2
19.
Find the area of the composite figure:
a)
40 ft2
b)
9 ft2
c)
49 ft2
d)
61 ft2
20.
What is the volume of the rectangular prism when it is fully packed if there are no gaps or overlaps in the unit cubes?
a)
15 cubic inches
b)
60 cubic inches
c)
30 cubic inches
d)
10 cubic inches
21.
What is the volume of this prism?
a)
24 cubic cm
b)
240 cubic cm
c)
60 cubic cm
22.
Find the volume of the figure.
a)
63 cm³
b)
91 cm³
c)
819 cm³
d)
409.5 cm³
23.
Which of the following sets of values completes the function table?
a)
16, 20, 24
b)
18, 19, 20
c)
18, 22, 26
d)
0, 1, 2
24.
You start with $30. Every month you do chores around the house and earn $10. Write an eqution with the total T money and m for m m month.
a)
T = 33m + 10
b)
T = 30 + 10m
c)
T = 40m
d)
T = 30 + 10
25.
Solve the inequality.
x + 5 ≤ 13
x + 5 ≤ 13
a)
x ≥ 8
b)
x ≥ 18
c)
x ≤ 8
d)
x ≤ 18
26.
Patrick earns $20 for every lawn that he mows. Write an equation used to find t, the total amount of money he earns from mowing n lawns.
a)
n = 20t
b)
t = 20n
c)
t = n + 20
d)
t = n - 20
27.
Write an equation and solve.
The sum of the number of teachers and five teacher's aides is 32. How many teachers are there?
The sum of the number of teachers and five teacher's aides is 32. How many teachers are there?
a)
t+5=32
t= 37 teachers
t= 37 teachers
b)
t+5=32
t= 27 teachers
t= 27 teachers
c)
32-5=t
t= 37 teachers
t= 37 teachers
d)
32-t=5
t= 27 teachers
t= 27 teachers
28.
Write an equation and solve.
A number increased by 53 is 96.
A number increased by 53 is 96.
a)
53+n=96
n= -149
n= -149
b)
53+n=96
n= 149
n= 149
c)
n+53=96
n= -43
n= -43
d)
n+53=96
n=43
n=43
29.
Choose the correct equation for the situation.
Jane is 3 years older than Sam. If Jane 12, how old is Sam?
Jane is 3 years older than Sam. If Jane 12, how old is Sam?
a)
j - 3 = 12
b)
s - 3 = 12
c)
s + 3 = 12
d)
j + 12 = 3
30.
The area of a rectangular deck is 125 square feet. The width of the deck is 25 feet. Write an equation and solve to find the length.
a)
25x=125,
x = 5 feet
x = 5 feet
b)
x+22=125,
x = 20 feet
x = 20 feet
c)
x-25=125
x=150 feet
x=150 feet
d)
25x=125
x=3,125 feet
x=3,125 feet
31.
Solve for x:
a)
x = 20
b)
x = 7
c)
x = 10
d)
x = 3
32.
Solve the equation
3x = 27.
3x = 27.
a)
x = 24
b)
x = 81
c)
x = 9
d)
x = 3
33.
10x = 90
a)
x = 80
b)
x = 100
c)
x = 10
d)
x = 9
34.
x - 32 = 49
a)
x = 17
b)
x = 71
c)
x = 81
d)
x = 49
35.
x + 12 = 20
a)
x = 32
b)
x = -32
c)
x = 8
d)
x = -8
36.
Find the area of a parallelogram with a base of 3.1 ft. and a height of 8 ft.
a)
248 ft2
b)
24.8 ft2
c)
2.48 ft2
d)
2480 ft2
37.
Find the area of the trapezoid.
a)
36 m
b)
36 m2
c)
72 m
d)
72 m2
38.
a)
54 cm2
b)
45 cm2
c)
63 cm2
d)
36 cm2
39.
What is the area?
a)
108 cm sq
b)
60 cm
c)
432 cm sq
d)
216 cm sq
40.
Find the area of the figure shown.
a)
34 units2
b)
960 units2
c)
220 units2
d)
480 units2
41.
Estrella wants to make a kite shaped like a parallelogram. If the height is 12 cm and the base is 12 cm, how much material will he need for the kite?
a)
78 square cm
b)
312 square cm
c)
144 square cm
d)
252 square cm
42.
What is the area of a parallelogram that has a base of 8.5 cm and a height of 5.2 cm?
a)
44.2 square cm
b)
22.2 square cm
c)
19.2 square cm
d)
13.7 square cm
43.
A parallelogram has base is 35cm and it's area is 700cm2. What is it's height?
a)
20 cm
b)
24,500 cm
c)
0.05 cm
d)
2 cm
44.
Find the area of a parallelogram with a base of 56 mm and a height of 41 mm
a)
2296 mm
b)
2696 mm2
c)
2926 mm2
d)
2296 mm2
45.
Find the area of a parallelogram with a base of 66 ft. and a height of 21 ft.
a)
1386 ft
b)
1638 ft2
c)
1836 ft2
d)
1386 ft2
46.
8
a)
88
b)
60
c)
82.5
d)
660
47.
Area or triangle?
a)
20 cm2
b)
56 cm2
c)
28 cm2
d)
27 cm2
48.
Area or triangle?
a)
20 cm2
b)
56 cm2
c)
28 cm2
d)
27 cm2
49.
A triangle with a height of 20 cm and a base of 9 cm has an area of what?
a)
90 cm squared
b)
29 cm squared
c)
180 cm squared
d)
29 mm squared
50.
An accountant drives 50 miles a day to work. Which expression represents the total number of miles he drives after x days?
a)
50x
b)
50 / x
c)
x - 50
d)
x + 50
51.
4(x + 5) + 2x + 15
a)
4x + 20 + 2x + 15
b)
6x + 35
c)
6x + 20
d)
6x + 24
52.
Which is the value of the following expression?
a)
22 2/3
b)
20
c)
13 1/3
d)
12
53.
What is the value of the expression below?
a)
1
b)
4
c)
17
d)
25
54.
Simplify the expression
3x2+ 5x + 2x2 + 3x + 10 + y
a)
27x2 + 10
b)
13x2 + y + 10
c)
8x2 + 5x + y + 10
d)
5x2 + 8x + y + 10
55.
On Wednesday mornings, admission to the park swimming pool is $3.00 per adult and $2.00 per child. Which expression can be used to find the cost of admission to the pool for a group of a adults and c children?
a)
3ac
b)
5 + ac
c)
3a + 2c
d)
2(3) +ac
56.
Evaluate the expression
4 (d + 2) -3d if d = 3.2
a)
11.2
b)
5.2
c)
4
d)
3.4
57.
Ernie’s cell phone company charges a monthly fee of $15 and $0.20 per minute used. Ernie talked for 60 minutes this month. How much will his phone bill be, not including taxes?
a)
$27
b)
$45
c)
$85
d)
$135
58.
Which expression represents 15 less than a number x?
a)
15 - x
b)
x - 15
c)
15 / x
d)
x / 15
59.
Bianca works at a flower shop. In a recent delivery of roses, Bianca had to throw out 7 roses that had wilted. She divided the remaining roses into bunches of 12. Which expression represents this situation?
a)
12(w – 7)
b)
12w + 7
c)
(w – 7) ÷ 12
d)
12(w ÷ 7)
60.
Phil wants to join a health club. One club charges a one-time joining fee of $55 and a monthly fee of $23. Which expression represents this situation?
a)
55m + 23
b)
23m + 55
c)
(55 + 23)m
d)
55 – 23m
61.
Evaluate the expression 9m – 12n + 3m if m = 6.2 amd n = 2.5
a)
3.7
b)
7.2
c)
44.4
d)
71.4
62.
How can you write the phrase “Four pounds more than a weight” as an algebraic expression?
a)
4w
b)
w + 4
c)
w - 4
d)
w ÷ 4
63.
How can you write the phrase “80 stickers divided equally among f friends” as an algebraic expression?
a)
80f
b)
f/ 80
c)
80 / f
d)
f -80
64.
What is the value of the expression below?
a)
15.75
b)
26.5
c)
41.5
d)
49.5
65.
3 more than x
a)
3x
b)
3 + x
c)
x - 3
66.
A number less 11
a)
11 - n
b)
n - 11
c)
n/11
d)
11/n
67.
Five times Mike's age, increased by 9
a)
5(x+9)
b)
9(5+x)
c)
9x+5
d)
5x+9
68.
Evaluate expression: 5a + b for a= 6 and b= 3
a)
33
b)
36
c)
30
d)
59
69.
Find the algebraic expression to describe the pattern.
Eric's age Mary's age
4 8
8 16
3 6
x
Eric's age Mary's age
4 8
8 16
3 6
x
a)
x + 4
b)
2x
c)
x + 2
d)
x - 4
70.
A letter that represents a number is called a _____.
a)
variable
b)
coefficient
c)
constant
d)
term
71.
The number before a variable is the _____.
a)
term
b)
constant
c)
coefficient
d)
variable
72.
A number with no variable attached is called a _____.
a)
coefficient
b)
constant
c)
variable
d)
term
73.
What do you call each part of an expression that is separated by a + or a -?
a)
coefficient
b)
constant
c)
variable
d)
term
74.
What is the coefficient in the expression: 94a+2?
a)
2
b)
4
c)
94
d)
94a
75.
What is the coefficient of x?
8 + 5x - y
8 + 5x - y
a)
8
b)
1
c)
5
d)
-5
76.
Evaluate the expression. Let a = 4
5a + 7a - 8
5a + 7a - 8
a)
48
b)
28
c)
40
d)
35
77.
Which expression is equivalent to 3 (4r + 6q)?
a)
34r - 36q
b)
12r + 18q
c)
18r + 12q
d)
7r + 9q
78.
Which expression is equivalent to 15 + 5r - 4r?
a)
15 + r
b)
15 - r
c)
-24r
d)
21r
79.
Which of the expressions below are equivalent?
a)
2 x (m+5) and 10 +2m
b)
5a+(6a x0) and 30a
c)
5n+3n+2n and 9n
d)
a+ a+ a= a3
80.
Choose the equivalent expression.
3x2 + 4y + 4x2 + 3y
a)
7x2 + 7y
b)
14x2
c)
x2 - y
d)
7x2 + y
81.
17 = x + 3
a)
x = 20
b)
x = 14
c)
x = 13
d)
x = 19
82.
x + 12 = 20
a)
x = 32
b)
x = -32
c)
x = 8
d)
x = -8
83.
x - 32 = 49
a)
x = 17
b)
x = 71
c)
x = 81
d)
x = 49
84.
10x = 90
a)
x = 80
b)
x = 100
c)
x = 10
d)
x = 9
85.
Solve the equation
3x = 27.
3x = 27.
a)
x = 24
b)
x = 81
c)
x = 9
d)
x = 3
86.
Solve for x:
a)
x = 20
b)
x = 7
c)
x = 10
d)
x = 3
87.
x ÷ 2 = 12
a)
x = 24
b)
x = 6
c)
x = 20
d)
x = 10
88.
The area of a rectangular deck is 125 square feet. The width of the deck is 25 feet. Write an equation and solve to find the length.
a)
25x=125,
x = 5 feet
x = 5 feet
b)
x+22=125,
x = 20 feet
x = 20 feet
c)
x-25=125
x=150 feet
x=150 feet
d)
25x=125
x=3,125 feet
x=3,125 feet
89.
Choose the correct equation for the situation.
Jane is 3 years older than Sam. If Jane 12, how old is Sam?
Jane is 3 years older than Sam. If Jane 12, how old is Sam?
a)
j - 3 = 12
b)
s - 3 = 12
c)
s + 3 = 12
d)
j + 12 = 3
90.
Solve the equation below:
a)
k = 152
b)
k = 176
c)
k = 5
d)
k = 27
91.
Write an equation and solve.
A number increased by 53 is 96.
A number increased by 53 is 96.
a)
53+n=96
n= -149
n= -149
b)
53+n=96
n= 149
n= 149
c)
n+53=96
n= -43
n= -43
d)
n+53=96
n=43
n=43
92.
Write an equation and solve.
The sum of the number of teachers and five teacher's aides is 32. How many teachers are there?
The sum of the number of teachers and five teacher's aides is 32. How many teachers are there?
a)
t+5=32
t= 37 teachers
t= 37 teachers
b)
t+5=32
t= 27 teachers
t= 27 teachers
c)
32-5=t
t= 37 teachers
t= 37 teachers
d)
32-t=5
t= 27 teachers
t= 27 teachers
93.
If my function rule is x + 3, what is the OUTPUT if the input is 4?
a)
4
b)
3
c)
7
d)
10
94.
If my function rule is 2x + 1, what is the OUTPUT if the input is 2?
a)
5
b)
4
c)
22
d)
23
95.
y=x+8
What is the missing number?
What is the missing number?
a)
6
b)
7
c)
5
d)
4
96.
y=x-6
What is the missing number?
What is the missing number?
a)
12
b)
10
c)
14
d)
13
97.
What is the function of the table?
a)
y=3x+1
b)
y=4x-2
c)
y=x+1
d)
y=x+7
98.
What is the function of the table?
a)
y=x+3
b)
y=x*3
c)
y=x÷3
d)
y=x-3
99.
Patrick earns $20 for every lawn that he mows. Write an equation used to find t, the total amount of money he earns from mowing n lawns.
a)
n = 20t
b)
t = 20n
c)
t = n + 20
d)
t = n - 20
100.
You start with $30. Every month you do chores around the house and earn $10. Write an eqution with the total T money and m for m m month.
a)
T = 33m + 10
b)
T = 30 + 10m
c)
T = 40m
d)
T = 30 + 10
101.
Solve the inequality.
x + 5 ≤ 13
x + 5 ≤ 13
a)
x ≥ 8
b)
x ≥ 18
c)
x ≤ 8
d)
x ≤ 18
102.
When you graph an inequality, you used a closed dot when you use which symbols?
a)
≤, ≥
b)
<, >
103.
When graphing an inequality, you use an open dot when you use which symbol?
a)
<, >
b)
≤, ≥
104.
Pick the correct inequality.
a)
A
b)
B
c)
C
d)
D
105.
The maximum score on the pilot's test is 95 points.
a)
p < 95
b)
p > 95
c)
p ≥ 95
d)
p ≤ 95
106.
"At most" and "No more than" are both clue words for...
a)
<
b)
>
c)
≤
d)
≥
107.
Write an inequality for this situation:
You are driving, and the maximum speed limit is 55.
You are driving, and the maximum speed limit is 55.
a)
s < 55
b)
s > 55
c)
s ≤ 55
d)
s ≥ 55
108.
3g >12
a)
g>36
b)
g<36
c)
g>4
d)
g<4
109.
What inequality does the number line graph represent?
a)
x > 5
b)
x < −5
c)
x ≥ 5
d)
x ≥ −5
110.
Which of the following sets of values completes the function table?
a)
16, 20, 24
b)
18, 19, 20
c)
18, 22, 26
d)
0, 1, 2
111.
Addisen is buying packages of party favors for her birthday party. Using the table as a guide, how many packages will she need to buy to have 24 favors?
a)
8
b)
10
c)
12
d)
14
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