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```Cumulative Test
Name
1A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
2. Use three digits to write a number
(3)
equal to 4 hundreds, 3 tens, and
8 ones.
1. The digit 2 is in what place in
(3)
each number?
a. 532
a.
b. 823
c. 279
b.
c.
3. Write the next three numbers in this
(3)
counting sequence:
24, 30, 36,
,
,
4. Seven bicycles have how many
(3)
wheels? Count by twos.
, ...
Use work area.
5. How many cents are in 3 dimes?
(3)
Count by tens.
6. What is the first digit in the
(3)
number 852?
7. How much money is shown by this diagram?
(4)
8. Draw a picture to show \$412 using \$100 bills,
(4)
\$10 bills, and \$1 bills.
9. Find the missing number in
(3)
this counting sequence:
16, 24,
, 40, …
Count up by 8s.
hundreds
tens
Saxon Math Intermediate 4
ones
Use work area.
1
Use work area.
(continued)
Cumulative Test
10. Find the missing
(3)
number in this
counting sequence:
7,
11. Find the missing
(3)
number in this
counting sequence:
27, 36,
, 21, 28, …
1A
12. How many digits
(3)
are in the number
428,976?
, 54, …
Count up by 9s.
Count up by 7s.
Use work area.
13. Find the sum:
(1)
Use work area.
14. Find the sum:
(1)
8
4
2
+ 5
(1)
2
7
6
+ 3
5
n
+ 2
11
5 +
=
11 –
=
n=
17. If the pattern is continued, what
(3)
will be the next circled number?
(1)
3 +
=
13 –
=
1, 2 , 3, 4 , 5, 6 , 7, …
19. Mira is second in line.
(5)
Byron is fifth in line.
How many people are
between them?
n=
(2)
2 + n + 7 = 14
n +
= 14
n = 14 –
1st Mira
Byron
n=
20. Jermaine solved 3 problems before lunch and 6 problems after
(1)
lunch. Altogether how many problems did Jermaine solve?
Saxon Math Intermediate 4
2
3
6
+ n
13
Cumulative Test
Name
2A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Pablo is third in line. Nancy is
(5)
seventh in line. How many people are
between Pablo and Nancy?
2. Sarah has \$35. Dinah has \$53.
(8)
Together Sarah and Dinah have how
much money?
\$35 Sarah
Dinah
1st
Pablo
Nancy
together
3. Use digits to write this number.
4. Use digits to write this number.
(7)
(7)
three hundred thirteen
three hundred thirty
5. Use words to write 919.
6. Use words to write 840.
(7)
(7)
Use work area.
7. The numbers 4, 5, and 9 form
a fact family. Write two addition
facts and two subtraction facts
using these three numbers.
(6)
Use work area.
9
4
5
+0000
+0000
–00000
–00000
Use work area.
8. The digit 2 is in what place in each
(4)
number?
a. 625
a.
b. 284
b.
Saxon Math Intermediate 4
9. Which digit
(4)
is in the tens
place in 273?
c. 972
10.
(8)
\$34
+ \$55
c.
5
(continued)
Cumulative Test
12.
11. 6 + 8 + 3 + 4 + 2 + 5
(6)
(1)
12
– 9
Check:
2A
9
+ 3
12
Use work area.
13.
(6)
15
– 7
Check:
14.
7
+ 3
15
(9)
36
+ 29
Use work area.
Use work area.
(2)
7
n
+ 2
12
7 +
=
12 +
=
(2)
3
8
+ n
18
3 +
=
18 –
=
n=
n=
18. Write the next three numbers:
17. Write a number sentence for this
(1)
picture:
(3)
8, 12, 16,
,
,
, ...
Count up by 4s.
+
+
=
Use work area.
19. Write the next three numbers:
20. Which of these numbers is an
(10)
even number?
(3)
2, 5, 8,
,
,
, ...
Count up by 3s.
A 253
B 352
C 325
D 523
Use work area.
Saxon Math Intermediate 4
6
+
Cumulative Test
Name
3A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. An aquarium has forty-seven angel fish and 11
butterfly fish. How many fish are in the aquarium?
2. Use digits to write the
(7)
number three hundred
fifty-two.
(1, 7)
47 angel fish
butterfly fish
in all
Use work area.
3. Use words to write the number 572.
4. Use digits and a comparison
symbol to write “Seven is greater
than three.”
(7)
(Inv. 1)
Use work area.
5. The numbers 5, 7, and 12 form
(6)
a fact family. Write two addition
facts and two subtraction facts
using these three numbers.
12
5
7
+0000
+0000
–00000
–00000
Use work area.
7. Ling saw 14 coins on the table. Only
3 coins showed “heads.” How many
coins showed “tails”?
6. Is 423 an odd number or an
even number?
(11)
(10)
14 altogether
tails
Use work area.
8. To what number is the arrrow pointing?
(Inv. 1)
70
– 30
30
Saxon Math Intermediate 4
_____
4)
70
9
(continued)
Cumulative Test
10. Compare:
9. Compare:
(Inv. 1)
(Inv. 1)
374
896
968
Use work area.
11. Find the missing number:
12. Find the missing number:
(3)
48,
Use work area.
(3)
, 64, 72, ...
27,
, 21, 18, ...
Use work area.
13. Find the missing number:
Use work area.
14. Find the missing number:
(12)
(12)
a
– 8
9
15
– a
7
a=
a=
15. Find the missing number:
(2)
5
b
+ 4
14
b=
16.
\$274
+ \$442
17.
18.
33
– 16
(14)
(13)
36
– 13
(15)
Use work area.
20. How many digits are in the number
(3)
326,559?
19. 8 + 6 + 9 + 3 + 1 + 2 + 4
(1)
Saxon Math Intermediate 4
Use work area.
10
437
3A
4A
Cumulative Test
Name
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. One hundred boats sailed on Tuesday. Three
(1)
hundred boats sailed on Wednesday. Five
hundred boats sailed on Thursday. How many
boats sailed in the three days?
winning the race, she
was paid \$208. Then how
much money did Lina
have?
(13)
100 Tuesday
300 Wednesday
500 Thursday
\$337
in all
Use work area.
3. Write 409 in expanded form.
4. If it is morning, what time is shown
by this clock?
(16)
(19)
12 1
11
2
10
3
9
4
8
7 6 5
Use work area.
5. What temperature is shown on
this thermometer?
(18)
70
60
70
– 10
6. Compare:
(Inv. 1)
two hundred twelve
two hundred twenty
_____
5)
Use work area.
50
8. How long is this pencil?
40
(Inv. 2)
F
7. Compare:
cm 1
(Inv. 1)
459
2
3
4
5
6
7
8
495
Use work area.
Saxon Math Intermediate 4
13
(continued)
Cumulative Test
9. Round 62 to the nearest ten.
4A
10. Round \$5.89 to the nearest dollar.
(20)
(20)
\$5. 8 9
6 2
Use work area.
Use work area.
12. On the first day Elsa found thirty(11)
one seashells. On the second day
she found some more seashells. If
Elsa found seventy-three seashells
in the two days, how many did she
find on the second day?
11. Piper is standing seventh in line.
(5)
Isabel is thirteenth in the same line.
How many people are between Piper
and Isabel?
1st
Piper
73 in all
Isabel
first day
second day
Use work area.
(17)
14.
27
42
56
+
14
______
(13)
15.
573
+ 296
______
(15)
17. Find the missing number:
18. Find the missing number:
(14)
19.
(2)
(18)
44
– e
____
24
b=
+
+
=
100 –
=
e=
20. How many X’s are in this pattern?
(3)
Count by threes.
32 + 11 + 23 + 19 + f = 100
32 +
16. Find the
(16)
missing
number:
a
– 23
_____
56
a=
Use work area.
Use work area.
40
+
b
_____
79
\$78
– \$29
______
f=
Saxon Math Intermediate 4
14
13.
Cumulative Test
Name
5A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Joaquin had thirty-eight dollars. Then
he spent twenty-one dollars. How
many dollars did Joaquin have left?
2. All the students lined up in two equal
rows. Which of the following could be
the total number of students?
(25)
(10)
A. 27
B. 49
C. 16
spent
left
22 top
3. Twenty-two books were on the top bookshelf.
(1)
Fifty-three books were on the second shelf.
Fourteen books were on the third shelf. Altogether
how many books were on those three shelves?
second
third
altogether
Use work area.
4. Each side of this square is 11 mm
long. What is the perimeter of the
square?
5. Find the missing numbers in this
(3)
counting sequence:
(Inv. 2)
Perimeter
18, 26,
,
, 50,
,…
Use work area.
11 mm
7. Round 57 to the nearest ten.
(20)
57
6. One yard equals how many inches?
(Inv. 2)
1 yard =
inches
Use work area.
Use work area.
8. Compare:
14 – 8
(6, Inv.1)
9. If it is morning,
what time is shown
by this clock?
(19)
12 – 5
11 12 1
2
10
3
9
8
4
7 6 5
Use work area.
Saxon Math Intermediate 4
17
(continued)
Cumulative Test
11. What fraction of this square is shaded?
10. Which street is perpendicular
(23)
to North?
Perpendicular looks like
5A
(22)
+.
N
NORTH
HAWTHORNE
WEBBER
W
12. To what number is the arrow
pointing?
(Inv. 1)
E
S
175
200
– 000
13. Which of these angles is a right angle?
(23)
A.
15.
(I5)
B.
225
_____
)
14.
\$7.76
+ \$2.43
________
17.
532
+ 227
______
(22)
C.
16. Find the missing
(16)
number:
32
– 17
_____
200
(13)
r=
Use work area.
18. Find the missing
(14)
number:
73
– g
21
19.
(14)
20.
985
–
143
______
(17)
g=
Saxon Math Intermediate 4
Use work area.
Use work area.
18
21
77
94
+ 16
Use work area.
r
42
–
____
98
Cumulative Test
Name
6A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Fifty seashells were in the jar. Jeremy
took some seashells from the jar.
Twenty-four seashells were left in the
jar. How many seashells did Jeremy
take from the jar?
50 in jar
2. Twenty-four girls sat in the first row.
(1)
Thirty-seven girls sat in the second
row. Eighty girls sat in the third row.
Altogether how many girls sat in the
first three rows?
(25)
24 first
left
Jeremy took
second
third
Use work area.
altogether
3. The video game costs thirty-eight
(11)
dollars. How much more money does
Use work area.
4. Use words to write the number 407.
(7)
\$38 costs
has saved
needs
Use work area.
5. Use digits and symbols
to write “Eight times
zero equals five times
zero.”
(Inv.1,
29)
6. Leon found this metal object in the scrap yard.
(Inv. 2)
cm 1
×
2
3
4
5
×
6
7
8
7. Shade _14 of this circle.
8. Round \$15.25 to the nearest dollar.
(26)
(20)
\$15. 2 5
Use work area.
Saxon Math Intermediate 4
21
Use work area.
(continued)
Cumulative Test
10. What is the perimeter of this
triangle?
9. Find the missing numbers in this
(3)
counting sequence:
48,
,
, 30, 24,
(Inv. 2)
, ...
7 cm
Use work area.
11. If it is afternoon,
(27)
what time will it be
in 3 hours and 45
minutes according to
this clock?
6A
11 12 1
2
10
3
9
8
4
7 6 5
7 cm
8 cm
12. Change this addition problem to a
(27)
multiplication problem:
Time now:
4 + 4 + 4 + 4 + 4 + 4 + 4 + 4
Count forward 45 minutes.
Count forward 3 hours.
×
13. The boat is five meters long. How
many centimeters long is the boat?
14. Which product is greatest?
(Inv. 2)
1m =
cm
5m =
cm
(29)
A. 3 × 5
B. 5 × 6
C. 9 × 5
D. 5 × 7
15.
(14)
860
– 240
16.
(15)
83
– 27
_____
Use work area.
17.
(13)
Use work area.
56
– m
_____
33
Saxon Math Intermediate 4
Use work area.
t=
20. 3 + 9 + 4 + 7 + 5 + 3 + 6
19. Find the missing number:
(16)
18. Find the
(14)
missing
number:
36
+ t
87
325
+ 869
_______
(1)
m=
22
Use work area.
Cumulative Test
Name
7A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. It is one hundred twenty miles from Lillian’s
house to her grandmother’s house. Lillian has
only driven fifteen of those miles. How many
miles does Lillian have left to drive?
120 miles in all
(11)
2. Use the digits 4, 8, and 7 once each
to make an even number greater than
800.
left
Use work area.
3. Draw a pattern of dots to show the
multiplication of 5 and 6.
(10)
even
driven
(Inv. 3)
Use work area.
Use work area.
5. Draw two
perpendicular lines.
4. Seth wrote his birth date as 4/20/99.
(5)
(23)
a. In what month was Seth born?
b. In what year was Seth born?
Use work area.
a.
b.
7. What fraction of this
(22)
6. This rectangle is 4 units long and 2 units wide.
What is the area of the rectangle?
(Inv. 3)
4
2
9. Round 64 to the nearest ten.
Round 87 to the nearest ten.
8. Change this addition problem to a
multiplication problem:
(27)
(20)
6 + 6 + 6 + 6 + 6
64
87
×
Saxon Math Intermediate 4
+
Use work area.
25
(continued)
Cumulative Test
11. The arrow is pointing to what
number on this number line?
10. Is the value of 3 nickels and 4 dimes
an even number of cents or an odd
number of cents?
(10, 35)
3 nickels
4 dimes
7A
(Inv. 1)
¢
+
¢
0
¢
100
200
Even or odd?
13. Forty-five is how much less than
(31)
fifty-four?
12. a. 2 × 2 =
(Inv. 3)
b. 7 × 7 =
54
c. 8 × 8 =
Use work area.
less
Use work area.
14. Find the square root:
(Inv. 3)
___
√49 =
15. Compare:
(Inv. 1)
67 + 22
62 + 27
Use work area.
18
+ w
99
w=
17. Find the
(16)
missing
number:
Use work area.
18. Use words to write 4 _23 .
(35)
656
– x
303
x=
Use work area.
20.
19. Use digits to write six million.
(30)
(34)
,
Saxon Math Intermediate 4
,
922
– 628
Use work area.
26
16. Find the
(1)
missing
number:
8A
Cumulative Test
Name
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
\$ 000.00
\$ 000.00
\$ 000.00
\$ 000.00
1. Karim had two dimes, a quarter, and
(35)
three pennies. Write this amount with
a dollar sign and decimal point.
2. Findlay is 182 miles west of Youngstown.
Akron is 50 miles west of Youngstown.
How far is it from Akron to Findlay?
3. Name the fraction or
mixed number marked
by the arrow on this
number line:
(11)
Findlay
?
Akron
50 miles
Youngstown
W
150 miles
N
E
0
1
2
(40)
7 × 7
1 gallon =
quarts
Use work area.
Use work area.
7. Shade _16 of this circle.
6. Use words to write 816,921.
(33)
(26)
Use work area.
Use work area.
9. Which letter below has a right angle?
8. Use digits and symbols to compare
four hundred eighty-one and seven
hundred seventy.
(7, Inv.1)
Saxon Math Intermediate 4
3
5. How many quarts of milk equal
one gallon?
(Inv. 1)
17 + 13 + 29
(37)
S
4. Compare:
Use work area.
(23)
A
29
L
X
W
(continued)
Cumulative Test
10. What is the perimeter of a rectangle
that is 4 cm long and 3 cm wide?
8A
11. Round 73 to the nearest ten.
(20)
Round 77 to the nearest ten.
(Inv. 2)
73
77
+
Use work area.
13. What mixed number is shown by the
(35)
12. If the radius of a circle is 1 yard, then
the diameter is how many feet?
(Inv. 2,
21)
1 yd
14.
(30)
d = 2r
\$4.18
– \$2.81
15. Find the square root:
(Inv. 3)
___
√36 =
16.
(13)
\$372
\$248
+ \$296
Use work area.
17. a.
(38)
56
6 b.
8 c.
7
×
4
×
4
×
4
_____
_____
_____
56
56
18. Find the missing
(24)
number:
e
+ 321
508
e=
Saxon Math Intermediate 4
19. Find the missing
(16)
number:
y
– 412
201
y=
30
20. Find the missing
(2)
number:
67
73
31
48
+ n
255
n=
Use work area.
Cumulative Test
Name
9A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
2. Pierre paid \$8.00 for an item that
cost \$3.17. How much money
should Pierre get back?
1. One hundred nine tourists arrived
on the first boat. Altogether three
hundred tourists arrived on two boats.
How many tourists arrived on the
second boat?
(11)
(41)
\$8.00 paid
+ \$ .
300 altogether
cost
money back
first
Use work area.
second
Use work area.
4. Shade the circles to show the mixed
number 3 _14 .
(35)
3. Round 652 to the nearest hundred.
(42)
652
Use work area.
Use work area.
5. Use words to write 11.7.
6. It is morning. What time was it
1 hour 45 minutes ago according
to this clock?
(Inv. 4)
(27)
11 12 1
2
10
3
9
8
4
7 6 5
Use work area.
7. To the nearest quarter inch,
how long is segment AB?
(39, 45)
inch
Time now:
B
A
1
2
Count back 1 hour.
Count back 45 minutes.
3
8. To what mixed number
is the arrow pointing?
(37)
4
Saxon Math Intermediate 4
5
33
(continued)
Cumulative Test
9. There were two hundred
twenty-four cars on the highway.
There were nine hundred nine
cars on the parkway. How many
more cars were on the parkway?
9A
909 parkway
(31)
highway
more
Use work area.
11. Find the missing number:
10. Find the missing number:
(24)
(16)
n
– 312
527
–
814
s
303
n=
_______
)
12. 4r = 36
(41)
s=
13.
(41)
14.
\$7.03
– \$3.47
(42)
80
× 8
r=
15.
(44)
Use work area.
16. 68 + (8 × 4)
63
× 3
(45)
+
=
Use work area.
18. \$8.14 + 76¢ + \$2
17. 4 × (2 + 6)
(45)
(43)
\$
\$
\$
\$
=
.
.
.
.
×
Use work area.
Use work area.
19.
(43)
___
___
20. √ 25 + √ 16
0.85
– 0.40
(Inv. 3)
+
Use work area.
Saxon Math Intermediate 4
34
=
Use work area.
Cumulative Test
Name
10A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Five hundred sixty-seven students sat
(1)
on one side of the gym, and another
six hundred thirty-nine students sat
on the other side. How many students
were there altogether?
2. Liza has three hundred seventeen
coins in her collection. Tamca has
found five hundred eighty-one coins
in her collection. Tamca has how
many more coins than Liza?
(31)
one side
581 Tamca
other side
altogether
Liza
Use work area.
4. Which digit in 36.5 is in the tenths
place?
3. If the radius of a circle is 3 feet, then
its diameter is
.
(50)
(Inv. 2,
21)
3 ft
more
Use work area.
d = 2r
A. 6 yards
B. 2 yards
C. 1_12 feet
D. 9 feet
5. Use the digits 3, 4, 5, and 6 once
each to write an even number
between 5500 and 5700.
(10)
even
6. Write the mixed number shown
Use work area.
7. What is the perimeter of this
shape? Perimeter
(35)
(Inv. 2)
3 mm
5 mm
4 mm
2 mm
7 mm
4 mm
3 mm
8 cars
8. There are eight cars with three
people in each car. How many
people are there altogether?
(49)
3 people per car
total people
Use work area.
Saxon Math Intermediate 4
37
(continued)
Cumulative Test
10.
9. Round 467 to the nearest hundred.
(51)
(42)
10A
73,804
+ 48,697
467
Use work area.
11.
(30)
Use work area.
12. Find the missing number:
\$8.50
– \$4.81
(24)
n
– 327
801
n=
13. Find the missing number:
14.
(24)
15.
(48)
21
× 6
z=
Use work area.
16.
73
× 7
(50)
3.4
+ 2.56
Fill empty places with zero.
Use work area.
Use work area.
17.
(50)
3.64
– 1.9
18. \$4.15 + \$2 + 62¢ + 17¢
Fill empty places with zero.
(43)
\$
\$
\$
\$
\$
Use work area.
_____
20. a. 3 ) 2 7
19. Compare:
(Inv. 1,
45)
9 – (3 × 3)
.
.
.
.
.
(46)
(9 – 3) × 3
=
b. 18 ÷ 3 =
42
c. ___
6
Use work area.
Saxon Math Intermediate 4
z
+ 501
1452
(44)
38
=
Use work area.
Cumulative Test
Name
11A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
2. List the factors of 12.
1. Forty-nine days is how many weeks?
(52, 54)
7 = __
days __
?
weeks 1
(55)
_______
)
,
1,
,
,
, 12
Use work area.
4. Shade 50% of this rectangle.
3. Forty books were put into eight equal
stacks. How many books were in
each stack?
(52)
(Inv. 5)
____
)4 0
Use work area.
5. How many years are in five centuries?
=
years
6. Find the seventh multiple of 6.
Then subtract 12.
What is the difference?
5 centuries =
years
6, 12,
(52, 54)
1 century
(55)
,
7th multiple of 6
Use work area.
7. Compare:
1
__
2
,
– 12
,
Use work area.
8. Segment DE is 5 cm long.
Segment DF is 8 cm long.
How long is segment EF?
(Inv. 5)
(45)
25%
5 cm
D
%
,
E
?
F
%
8 cm
Use work area.
9. What is the perimeter of this
rectangle?
(Inv. 2)
28 mm
10. Round 3275 to the nearest thousand.
(54)
14 mm
3 2 75
Use work area.
Saxon Math Intermediate 4
41
(continued)
11.
(41)
Cumulative Test
\$13.00
– \$ 6.35
12.
(51)
11A
7214
+ 6487
Use work area.
(52)
36,291
– 16,842
14.
(48)
65
× 7
Use work area.
15.
(50)
Use work area.
___
16. √ 36 + (12 ÷ 4)
3.6 2
5.3
+ 11.7
.
(Inv. 3,
45)
+
=
Use work area.
17.
(53)
Use work area.
18.
(30)
_____ R
7) 5 2
341
– 96
Use work area.
20. Find the missing number:
19. Find the missing number:
(16)
(24)
n
– 227
400
z
+ 724
1321
n=
Saxon Math Intermediate 4
Use work area.
z=
42
13.
Cumulative Test
Name
12A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Two thousand, eight hundred fourteen
is how much greater than one
thousand, five hundred ninety-six?
2. There were eight dancers on each
stage. How many dancers were on
12 stages?
(31)
(49)
2814
12 stages
–
dancers per stage
total dancers
Use work area.
3. It took Marco 30 minutes of steady
pedaling to ride 6 miles to the lake.
At that rate, how many minutes did it
take Marco to ride each mile?
4. The Thatcher family ate 25 apples
in 5 days. On average, how many
apples did the Thatchers eat each
day?
(60)
6 = __
1
miles __
?
minutes
Use work area.
(60)
_______
_____
)
)2 5
Use work area.
5. Lance biked for 7 hours at 13 miles
per hour. How far did Lance bike?
13 miles per hour
(57)
7 hours
total miles
6. What fraction of this rectangle is
Use work area.
8. Compare these fractions.
to show the comparison.
(22)
(56)
2
__
3
3
__
4
7. Two centuries is the same as how
(54)
Use work area.
Saxon Math Intermediate 4
45
(continued)
Cumulative Test
10. Which segment in this circle is a
(45)
diameter?
9. Estimate the sum of 487 and 229
by rounding each number to the
(42, 59)
487
229
12A
T
P
+
R
S
Use work area.
12.
11. Find the eighth multiple of six.
(55)
Then subtract 28.
What is the difference?
,
,
,
8th multiple of 6
,
,
\$24.86
+ \$73.24
_________
13.
(52)
86,791
– 47,802
________
,
– 28
Use work area.
Use work area.
14. 7.64 – (1.3 + 2.71)
15. 500 – (11 × 4)
(45, 50)
1.3
+ 2.71
16.
(58)
(45)
7.64
–
17.
170
×
9
______
1
500
11
× 4
(58)
___
18. √36
485
×
9
______
1
(Inv.3,
46)
–
÷
÷
Use work area.
19.
(53)
_____
4) 3 1
=
Use work area.
Use work area.
20. Find the missing factor:
R
(41)
6q = 54
Use work area.
Saxon Math Intermediate 4
6
46
q=
6,
(22)
Cumulative Test
Name
13A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Carl took 11 big steps to measure the
length of the room. If each step was
one yard, then the length of the room
was how many feet?
2. Every fifth student sings in the choir.
There are two hundred fifty-five
students in all. How many students
sing in the choir?
(Inv. 2)
1 yard
=
(52)
3 feet
_______
)2 5 5
1 = ___
11
steps __
feet
?
Use work area.
4. Compare:
3. Two fifths of the students walked to
school. What fraction of the students
did not walk to school?
(61)
(Inv. 5)
25% of 24
3 × 2
Use work area.
5. What is the area of this square?
6. Estimate the product of 79 and 9.
(Inv. 3)
(59)
Round to the nearest ten.
79
12 mm
9
×
Use work area.
7. The hiker could hike 36 miles in one
day. How far could she hike in 9
days?
8. Name the polygon.
(57)
(63)
Count the sides.
36 miles per day
9 days
total miles
Use work area.
9. If each side of the polygon
is 3 units, then what is
its perimeter?
3 units
(Inv. 2)
Saxon Math Intermediate 4
49
(continued)
Cumulative Test
11. If 63% of the students were boys,
then what percent of the students
were girls?
10. Compare. Draw and shade two
(56)
congruent squares to show the
comparison.
(Inv. 5)
_5_
_1_
2
13A
100% total
8
63% boys
% girls
Use work area.
12.
(51)
Use work area.
13. \$11 – 9¢
28,461
+ 104,776
14. 7 × 6 × 5
(50)
(62)
\$11.00
– \$00
00.56
Use work area.
(62)
16.
+ 82
+
(58)
×
728
4
=
Use work area.
17.
(65)
Use work area.
18. 45 ÷ (45 ÷ 9)
______
(45, 47)
7 )3 2 2
÷
=
Use work area.
19.
(50)
8.3
2.5 6
+ 12.7
Use work area.
20. Find the missing factor:
(41, 64)
4r = 52
r=
Saxon Math Intermediate 4
50
15. 32
Cumulative Test
Name
14A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
2. Twenty-five percent of the birds
were starlings. What percent of the
birds were not starlings?
1. Ami and Michelle had 96 fence posts.
They used one fourth of the posts for
the garden. How many posts did Ami
and Michelle use for the garden?
(Inv. 5)
(Inv. 5)
1 of 96
_
4
100% birds
25% starlings
________
)
% not starlings
Use work area.
4. Estimate the sum of 5879 and 7215
by rounding each number to the
tomatoes. How many tomatoes are
(49)
(42, 59)
5 8 79
7 2 15
_______
)1 6 0
,3094
+ 7,0087
Use work area.
5. What is the value of 7 pennies, 2
dimes, 5 quarters, and 7 nickels?
Write the answer using a dollar sign
and decimal point.
6. One fifth of the salespeople
earned a commission. There were
60 salespeople in all. How many
salespeople earned a commission?
(35)
7 pennies
\$
.
2 dimes
\$
.
5 quarters
\$
.
+ \$
.
\$
.
7 nickels
(70)
1 of 60
_
5
Use work area.
Use work area.
7. What number is indicated on the
number line below?
8. Douglas has a pentagon and an
octagon. What is the total number of
sides on the two polygons?
(63)
(Inv. 1)
–5
0
________
)
pentagon
octagon
,3094
+ 7,0087
5
Use work area.
Saxon Math Intermediate 4
53
(continued)
Cumulative Test
14A
10. What is the perimeter of
the rectangle?
9. a. The line segment shown below is
how many centimeters long?
b. The segment is how many
millimeters long?
(Inv. 2)
(69)
6 feet
4 feet
mm 10
20
30
40
50
60
cm 1
2
3
4
5
6
11. What is the area of the rectangle?
(Inv. 3)
6 feet
4 feet
a.
12.
(22)
b.
13.
\$421.90
+ \$209.26
__________
(41)
14.
\$20.00
– \$18.56
(58)
\$3.13
×
4
________
15.
(67)
32
× 30
Use work area.
16. 92 –
(Inv. 3,
62)
__
√9
17.
(68)
short division
461 ÷ 6
=
Use work area.
18.
(62)
Associative Property
of Multiplication
19.
(50)
20. Find the missing factor:
5.16
– 3.8
(41, 64)
6s = 96
3 × 7 × 8
Use work area.
Saxon Math Intermediate 4
54
s=
–
Cumulative Test
Name
15A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Mason has four days to read a 320page book. If he wants to read the
same number of pages each day,
how many pages should Mason read
each day?
2. When Mason has read two thirds of
the book, what fraction of the book
will he still have left to read?
(52)
(61)
_______
)
Find the average.
Use work area.
Ninety students voted for their favorite colors. Thirty-four voted for green. Blue
received seven fewer votes than green. The remaining students voted for red.
3. How many students
chose blue as their
favorite color?
4. How many students
chose red as their
favorite color?
(72)
(72)
6. How many days equal nine weeks?
(72)
7. In the word REVERBERATION, what
fraction of the letters are Rs?
(49)
(74)
9 weeks
REVERBERATION
days per week
total days
Use work area.
8. Deborah ran a 200-meter dash.
Two hundred meters is how
many centimeters?
9. One fifth of an hour is how
many minutes?
(Inv. 2)
(70)
100 centimeters = 1 meter
centimeters
meters
60 minutes
1 hour {
__
5
0
? = __
____
200
_______
)
1 of 60 min.
_
5
minutes
minutes
1
minutes
minutes
minutes
Saxon Math Intermediate 4
57
(continued)
Cumulative Test
___
10. What is the perimeter of this
(Inv. 2,
69) triangle?
11. The length of AB
___ is 33 mm.
(45)
The length of AC is 71___
mm.
What is the length of BC ?
29 mm
21 mm
A
33 mm
35 mm
C
B
71 mm
13.
12. \$27 – (\$24.17 – 58¢)
(45, 50)
\$24.17
– \$ 0.58
15A
(52)
\$27.00
– \$ 0.58
–
26,491
846
Use work area.
15.
2.7
3.45
0.18
+ 2.0
(50)
(58)
\$4.91
×
7
Use work area.
16.
(68)
Use work area.
17.
short division
(71)
________
short division
________
6) 3 4 1
8) 4 8 3
Use work area.
Use work area.
18. 4a = 240
(41)
a=
Saxon Math Intermediate 4
19.
(24)
413
166
+
f
______
890
20. Compare:
(Inv. 3,
62)
f=
2 × 52
___
___
√ 81 × √ 16
Use work area.
58
14.
Cumulative Test
Name
16A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Miguel faces east and then turns
90° clockwise. What direction is
Miguel facing after the turn?
(75)
A. north
B. south
C. east
D. west
2. Kiwis cost 89¢ per
pound. What is the price
for 7 pounds of kiwis?
(57)
N
W
E
\$0.89 per pound
×
7 pounds
S
total cost
Use work area.
3. In darts, the sum of Julie’s score and
José’s score was equal to Johnna’s
score. If Johnna’s score was 91 and
José’s score was 37, what was
Julie’s score?
4. One eighth of the 96 delegates
were assigned to each room. How
many delegates were assigned to
each room?
(72)
(70)
1 of 96
_
8
91 Johnna
_______
)
37 Jose
Julie
Use work area.
6. What fraction of the letters in the
word MISSISSIPPI are not an I?
5. Draw a triangle congruent to this
triangle. Then draw its line of
symmetry.
(74)
(79)
MISSISSIPPI
Use work area.
7. The truck
weighs 2 tons.
How many
pounds is
2 tons?
(77)
0
1 = __
tons _____
?
pounds 2000
8. Which is the more
reasonable measure
human? Circle your
(77)
80 grams
9. Which triangle appears to be a
scalene triangle?
(78)
A.
B.
C.
D.
80 kilograms
Use work area.
Saxon Math Intermediate 4
61
(continued)
Cumulative Test
16A
11. Estimate the sum of 287 and 708.
10. Seventy-five thousand, twenty-one
dollars is how much greater than
sixty-four thousand, nine hundred
fifty-seven dollars?
(59)
(31, 34)
287
708
,3094
+ 7,0087
\$75,021
– \$64,957
Use work area.
Use work area.
12. Lowell could paint 12 signs in
(52)
2 hours. How many signs could
Lowell paint in 1 hour?
13. 4109 – (268 × 8)
(45)
268
× 8
Find the average.
4109
–
____
)1 2
Use work area.
14.
(58)
\$7.97
×
7
15.
(50)
(76)
(80)
short division
_________
4)3 2 2 8
Use work area.
Use work area.
17.
16.
64.8
+ 2.17
18. 287 = 7k
short division
(41)
4321 ÷ 5
19.
(24)
20. Use a symbol to compare the number of
(40)
ounces in 1 pint to the number of ounces
in 1 cup.
4642
1391
+
h
8237
ounces in
1 pint
h=
Saxon Math Intermediate 4
ounces in
1 cup
Use work area.
62
k=
Cumulative Test
Name
17A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. It takes Kylie 30 minutes to ride her bike to
work. At what time should Kylie start riding
her bike to work if she wants to arrive at
12:05 p.m.?
(27)
2. Myra can walk one mile in 12
minutes. At that rate how far
can Myra walk in an hour?
(57)
miles
minutes
Arrival time:
1 = ___
?
__
0
60
Count minutes back:
3. Bertrand rented 3 DVDs for \$3.97 each. The
sales tax was 89¢.
(83)
4. How many students have
dogs or cats as pets?
(Inv. 6)
a. What was the total price?
\$3.97 each
before tax
×
3 DVD
+ \$ 0.89 tax
before tax
total cost
Number of Students
Use the information in this
question.
b. If Bertrand paid with a \$20 bill, how much
change did he get back?
\$20.00 paid
– \$20.00 total cost
change back
Use work area.
5. Tansu bought a rectangular lot that was 6
miles long and 4 miles wide. Half of the land
was wetlands. How many square miles of
land was wetlands?
10
Pets of the Class
8
6
4
2
0
Dogs
Cats
Other
(Inv. 3,
70)
6. Which angle appears to be a
90° angle?
(81)
6 miles
4 miles
A.
B.
C.
D.
7. Round seven thousand, four hundred ninetysix to the nearest thousand.
(42, 59)
7496
Saxon Math Intermediate 4
Use work area.
65
(continued)
Cumulative Test
9. One third of the 21 dogs are
retrievers. How many dogs were
retrievers?
8. Three pounds is how many ounces?
(77)
pounds
ounces
(70)
1 = _1_
___
16
17A
?
1 of 21
_
3
____
) 21
_1_ retrievers
3
435
10. Write ____
as a decimal number.
1000
21 dogs
dogs
dogs
dogs
(84)
.
11. Write 0.321 as a fraction.
12.
(84)
(22)
\$53.28
+ \$ 6.77
Use work area.
13.
(43)
14.
82.406
+ 17.591
(58)
×
621
7
Use work area.
Use work area.
16.
15. 100 × 11 =
(76)
(85)
short division
___________
6 ) \$5 . 4 6
Use work area.
17. 3000 ÷ (21 ÷ 7)
_____
7)2 1
18. 7m = 560
(41)
_________
)3 0 0 0
m=
Use work area.
19.
(2)
28
4
n
40
18
+ 77
208
Saxon Math Intermediate 4
20.
(67)
n=
(45)
Use work area.
670
× 30
Use work area.
66
Cumulative Test
Name
18A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
2. Theresa put 47 muffins as evenly as
possible in 9 bags.
1. Four quarters, 3 dimes, 2 nickels, and
1 penny is how much money?
(35)
\$
\$
\$
\$
\$
(88)
a. How many bags had exactly
5 muffins?
b. How many bags had 6 muffins?
.
.
.
.
.
a.
Use work area.
b.
4. Janet called each of her five
brothers 7 times. In all how many
calls did Janet make?
3. Zelda paid one dollar for some gum
and received 27¢ back in change.
How much did the gum cost?
(83)
(49)
\$1.00 paid
change back
cost
5 brothers
times called
total calls
Use work area.
Use work area.
5. Round 5301 to the nearest thousand.
Round 3691 to the nearest thousand.
Find the sum of the two rounded
numbers.
6. Which two sides of this quadrilateral
appear to be parallel?
(59)
(23)
D
5301
3691
C
A
B
Remember to write the segment symbols.
and
Use work area.
7. Draw the line of symmetry.
8. A square with a perimeter of
64 mm has sides that are how
many millimeters long?
(79)
D
C
(Inv. 2)
A
Perimeter = 64 mm
B
Each side =
Use work area.
Saxon Math Intermediate 4
69
mm
Use work area.
(continued)
Cumulative Test
9. Segment AB is 14 mm long.
Segment BC is 22 mm long.
Segment AD is 76 mm long.
How long is segment CD?
10. Shade the squares to show that
(89)
1 _34 equals _74.
(45)
A 14 mm B
22 mm C
?
18A
=
D
76 mm
Use work area.
11.
(22)
\$252.28
+ \$249.71
12.
(52)
39,251
– 29,320
Use work area.
13.
(85)
\$6.320
×
10
Use work area.
14.
(90)
64
× 17
+0000X
Use work area.
___
16. 82 – √64
15. short division
(Inv. 3,
62)
____________
4 ) \$3 2 . 0 8
–
=
Use work area.
17.
(50)
Use work area.
18. 600 × 70 =
6.438
+ 9.08
(86)
Use work area.
Use work area.
19.
(24)
n
+ 891
4443
20.
(2)
n=
Saxon Math Intermediate 4
70
3
6
9
20
7
+ n
61
n=
(80)
Use work area.
Cumulative Test
Name
19A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. In a board game, Grant scored four
points more than Kobe. Kobe scored
three times as many points as Todd.
If Todd scored 6 points, how many
points did Grant score?
2. Draw a parallelogram with
no right angles.
(94)
Todd
(92)
6 points
Use work area.
Kobe (3 × Todd)
4. Twenty-nine cans were arranged on
4 shelves as evenly as possible.
Grant (Kobe + 4)
(88)
a. How many shelves had exactly
7 cans?
b. How many shelves had 8 cans?
Use work area.
3. The toll is \$1.30. Pilar put four dimes
and three nickels in the basket. How
much more money does she need to
(94)
4 dimes
3 nickels
\$
\$
\$
.
.
.
–
a.
\$1.30
10
b.
6. a. What decimal number names the
b. What decimal number names the
(Inv. 4)
Use work area.
5. Shade 75% of the rectangle.
(Inv. 5)
a.
b.
8. Estimate the product of 41 and 68.
Then find the exact product.
(93)
Use work area.
estimate
41
7. Which digit in 12.875 is in the
hundredths place?
68
(91)
exact
41
× 68
+00000X
Use work area.
Saxon Math Intermediate 4
73
(continued)
Cumulative Test
9. Jane bought a meter of ribbon and
cut off about one fifth of it to make
a bow. About how many millimeters
of ribbon did Jane use to make the
bow?
10. What is the area of this rectangle?
(69, 70)
1 meter =
1 for bow
_
5
19A
(Inv. 3)
30 yd
20 yd
millimeters
millimeters
millimeters
millimeters
millimeters
11. There are 18 people in the theater.
(95)
Two thirds of them have tickets. How
many people have tickets?
millimeters
millimeters
is
of
2 = ___
?
__
3
18
17 as a decimal number.
13. Write ___
100
12. Charis galloped 144 kilometers in
(60)
4 hours. If Charis galloped at a
steady speed, how far did Charis
gallop in one hour?
(Inv. 4)
.
Find the average.
14.
_______
(91)
)1 4 4
2.37
– 0.23
Use work area.
(86)
40
× 800
16.
(58)
\$7.76
×
4
Use work area.
26
× 42
17.
(90)
Use work area.
18.
(80)
short division
_______
4)6 0 0
+00000X
Use work area.
19.
(76)
Use work area.
short division
(2)
2 + 4 + 8 + 6 + q + 3 + 7 + 9 + 8 = 63
994
____
7
Use work area.
Saxon Math Intermediate 4
74
q=
15.
Cumulative Test
Name
20A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
7
__
2. Write 7 10
in decimal form.
1. Four gardeners were picking melons.
(96)
Janell picked 8, Wallace picked 4,
Jerome picked 5, and Suzanne
picked 3. What was the average
number of melons picked by each
gardener?
(Inv. 4)
.
3. Which digit in 29.64 is in the same
place as the 7 in 3.07?
(91)
Find the average.
8
4
5
+ 3
29.64
_____
3.07
) 000
5. Compare:
(Inv. 3,
45)
___
(72 + 1) ÷ √ 25
___
√81
4. Three fifths of the 40 bikes were road
bikes. How many bikes were road
bikes?
(95)
is
of
Use work area.
?
3 = ___
__
40
5
6. 24.5 − 6.27
(91)
7. a. What is the radius of the circle
below in millimeters?
(21, 69)
8. Write 8.92 using words.
b. What is the diameter of the
circle in centimeters?
10
mm
20
a.
30
(Inv. 4)
Use work area.
40
10. Bok choy is priced at 79¢ per
(57)
pound. What is the cost of 3 pounds
of bok choy?
b.
\$0.79 per pound
3 pounds
cost
9. Estimate the product of 68 and 42.
(93)
68
42
Use work area.
Saxon Math Intermediate 4
77
Use work area.
(continued)
Cumulative Test
20A
12. Find the sum of two hundred
seventy-one thousand, six hundred
eight and sixteen thousand, two
hundred thirty-three.
11. Find the perimeter and area of this
rectangle.
(34, 51)
(Inv. 2,
Inv. 3)
9 in.
271,608
+ 16,233
6 in.
perimeter
area
a.
b.
Use work area.
14. Show that 3 equals _93 .
(89)
13. Rosemary has 4 more tulips than
(94)
Blanche. Blanche has half as many
tulips as Vicente. If Vicente has
10 tulips, how many tulips does
Rosemary have?
Vincente
=
Use work area.
15. Something is wrong
(22)
with this sign.
10 tulips
Blanche (Vincente ÷ 2)
Show two different
ways to correct the
sign’s error.
Rosemary (Blanche + 4)
SODAS
0.35¢
a can
Use work area.
16. What is the median of these scores?
(97)
and
median = middle
75, 90, 80, 85, 70, 90, 80
17. Which word names this shape?
(98)
18. 70 × 70 =
A. cone
B. cylinder
C. sphere
(86)
Use work area.
19.
(90)
20.
73
× 29
(76)
____________
3 ) \$2 7 . 9 3
+00000X
Use work area.
Saxon Math Intermediate 4
short division
78
Use work area.
Cumulative Test
Name
21A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
Use the information given in the circle graph to answer problems 1–4.
How Holly Spent Her Day
1. What is the total number of hours
shown in the graph?
Ot
he
r2
hr
(Inv. 6)
Sleeping
7 hr
2. What fraction of Holly’s day was
spent sleeping?
(Inv. 6)
sleeping
222
________
= ____
444
total
Yardwork
3 hr
T V 1 hr
3 hr
School
8 hr
Use work area.
4. How many hours did Holly spend at
3. If Holly starts school at 8:00 a.m.,
what time does school end?
(Inv. 6)
(Inv. 6)
school
Start time:
Count hours forward.
total hours
Use work area.
Lars has 6 dogs. Each dog eats 3_2 can of food each day. Dog food costs 96¢ per can.
6. How much does Lars spend on dog
food per day?
5. How many cans of dog food are eaten
each day?
(57)
cans
dogs
(57)
cost
cans
?
2 = __
__
3
6
23
(104)
9 =
__
4
Perimeter = 88 cm
22
___
22
cm
Use work area.
Saxon Math Intermediate 4
1
8. Change the improper fraction _94 to a
mixed number.
7. If the perimeter of a square is 88
centimeters, how long is each side of
the square?
(Inv. 2)
Each side =
96¢
?
____
= ___
81
Use work area.
(continued)
Cumulative Test
10. Miriam bought three audiocasette
(83)
tapes for \$5.21 each. The sales tax
was \$1.17. She paid the clerk with a
twenty-dollar bill. How much change
should Miriam get back?
9. What fraction name for 1 is shown
by this rectangle?
(103)
22
1 = ___
22
Use work area.
\$5.21
×
3
11. a. What is the length of the segment
(102)
in millimeters?
20
30
40
+ \$1.17 tax
12. The freight train traveled 312 miles in
6 hours.
(57, 60)
a. The train’s average rate was how
many miles per hour?
50
_______
)3 1 2
cm 1
2
3
4
(41)
\$52.00
– \$13.46
14.
(58)
miles per hour
5
Use work area.
13.
\$20.00
–
3
Use work area.
b. What is the length of the segment
in centimeters?
mm 10
21A
b. At that rate, how far could the
train go in 10 hours?
miles per hour
\$3.66
×
7
10 hours
total miles
15. 60 × 60 =
(86)
Use work area.
16.
(90)
Use work area.
17.
46
× 92
(105)
0
R
_______
10 ) 4 2 6
+00000X
Use work area.
18.
(62, 80)
Use work area.
19. 4.5 – (3.4 + 0.27)
short division
(45, 91)
3.47
+ 0.27
630 ÷ 32
Use work area.
Saxon Math Intermediate 4
long division
4.57
– 0.27
Use work area.
82
Use work area.
20.
(16)
697
– p
302
p=
Use work area.
Cumulative Test
Name
22A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
Use the information given in this table to
1. How much does it cost to ship a
4-pound package to Zone 2?
(101)
Shipping Charges
Weight
Zone 1
Zone 2
Up to 4 pounds
\$1.62
\$1.82
4 pounds 1 ounce
to 7 pounds
\$1.86
\$1.89
7 pounds 1 ounce
or more
\$2.01
\$2.09
2. How much more does it cost to ship
a 9-pound package to Zone 2 than
to Zone 1?
(101)
Zone 2
Zone 1
more
Use work area.
3. Three eighths of the 80 tadpoles
(95)
is
of
4. a. Find the length of this line
segment in millimeters.
(102)
3 = ___
?
__
8
b. Find the length of the segment in
centimeters.
80
mm 10
20
30
40
50
cm 1
2
3
4
5
5. Find three fractions equivalent to
(109)
3
1 by using _
2, _
_
, and _44 as multipliers.
3
2 3
22
1 × _2_ = ___
__
3
2
22
22
_1_ × _3_ = ___
3
3
22
22
_1_ × _4_ = ___
3
4
22
a.
Use work area.
b.
7. Estimate the product of 396 and 48.
(59)
396
48
6. Use words to write 574.6.
(Inv. 4)
Use work area.
14 to a
8. Change the improper fraction __
9
mixed number.
(104)
Use work area.
Saxon Math Intermediate 4
85
14 =
___
9
22
___
22
Use work area.
(continued)
Cumulative Test
9. Claudia put 25 marbles in a jar.
How many marbles could Claudia
put in 9 jars?
22A
10. Raul paid \$2.10 for 3 tennis balls.
(72)
How much would 24 tennis balls
cost?
(49)
25 marbles
__________
) \$2 . 1 0
9 jars
× 24
total marbles
Use work area.
11.
(41)
12.
\$14.00
– \$17.65
(50)
5.77
12.02
+ 9.44
Use work area.
13.
(91)
Use work area.
___
14. 23 + √49
19.60
– 12.34
(Inv. 3,
62)
+
=
Use work area.
15.
(67)
Use work area.
16.
37
× 40
(65)
short division
324
____
4
Use work area.
18.
long division
(110)
372 ÷ 10
long division
0 0
_______
40 ) 1 2 3
R
Use work area.
19. What is the value of ab when a is 7
(106)
and b is 9?
Saxon Math Intermediate 4
20. What is the probability that a tossed
coin will land tails up?
(Inv. 10)
86
17.
(105)
Cumulative Test
Name
23A
Intermediate 4
Score
Show all work on this paper. Please use the Student Reference Guide.
1. Tickets for the movie cost \$7.25 for
adults and \$6.50 for students. Gailyn
bought tickets for two adults and four
students. Altogether, how much did
Gailyn pay?
2. Estimate the area of this triangle.
Each small square represents one
square centimeter.
(43, 94)
\$7.25
× 2
\$6.50
+\$1.27
(111)
3 students
altogether
4. This rectangle is 5 cm long and 4 cm
wide. Half the rectangle is shaded.
What is the area of the shaded part
of the rectangle?
3. A nickel is what percent of a dollar?
(Inv.3,
70)
(Inv. 5)
1 of \$1.00. What percent is that?
A nickel is __
20
4 cm
5 cm
5. Complete the equivalent fraction:
(115)
3 = ___
?
__
4
12
6. What fraction name for 1 has a
denominator of 7?
(103)
77
1 = ___
77
7. Draw a picture to show that 4_1 and 8_2
(I09)
are equivalent fractions.
Use work area.
8. The triathlete could swim 240
meters in 3 minutes. At the same
average speed, how far could the
triathlete swim in 6 minutes?
(57)
=
_______
)2 4 0
×× 6
Use work area.
Saxon Math Intermediate 4
89
(continued)
Cumulative Test
10. Eighty people stood in line. Six of
(88)
them could ride in each van. If there
were only nine vans, how many
people did not get a ride?
9. The campers bought 2 sleeping
bags for \$39.99 each and a lantern
for \$12.79. Sales tax was \$5.24.
They paid for the items with a \$100
bill. How much change should they
have gotten back?
(83)
\$39.99
\$39.99
\$12.79
+ \$15.24
×
(50)
9 vans
6 each
\$100.00
–
4
–
80
6
did not ride
Use work area.
12.
(91)
11.
23A
96.42
– 47.80
Use work area.
13.76
4.38
+ 19.10
22
13. _1_ + _2_ = ___
(107) 5
5
22
Use work area.
Use work area.
15.
2 = ___
22
7 – __
14. __
(107) 8
8
22
(114)
Use work area.
1
2 __
4
3
+ 1 __
4
Use work area.
16. \$1.25 × 16
(113)
17.
(80)
short division
\$36.24 ÷ 3
(65)
short division
201
____
20. Reduce:
3
19.
(110)
(112)
3 = ___
22
a. __
9
22
long division
22
2 = ___
b. ___
10
22
R
0
_______
20 ) 6 4 0
9 = ___
22
c. ___
27
22
Use work area.
Saxon Math Intermediate 4