Transcript Math Review-5th Grade

Math Mania
5th Grade
25%
5
05
00
26
00
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26,005
260,005
2,605
265
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1.
2.
3.
4.
05
WHAT IS THE STANDARD FORM FOR TWO
THOUSAND, SIX HUNDRED FIVE?
ONLY ONE NUMBER SET HAS THE SAME HUNDREDS
PLACE VALUE FOR EACH MEMBER. IT IS:
1,244
2,314
1,234
4,413
3
3,
24
3
4,
41
4
3
12
4,
3,
43
2
2,
43
1
1,
23
4
2,
31
1
2,
34
2,
13
4
1,
24
3
1,
24
4
25% 25% 25% 25%
4
1,243
2,341
2,431
3,243
23
1,234
2,134
3,432
4,123
1,
1.
2.
3.
4.
USE WORDS TO WRITE THIS DECIMAL
AMOUNT. 4.8
1. FORTY-EIGHT
2. FOUR AND EIGHT
TENTHS
3. FOUR AND EIGHT
HUNDRED
4. FOUR AND EIGHT
HT
EI
G
UR
FO
ND
A
A
EI
G
ND
HT
...
T.
..
HT
UR
FO
FO
UR
A
ND
FO
EI
G
RT
Y
-E
IG
HT
25% 25% 25% 25%
MR. KLEIN HAD $15.00 IN HIS WALLET. HE SPENT
$3.98. HOW MUCH DOES HE HAVE LEFT?
1. $18.98
2. $11.02
3. $12.02
33%
$18.98
33%
$11.02
33%
$12.02
WHICH GROUP OF NUMBERS IS IN ORDER
FROM LEAST TO GREATEST?
87, 27, 101, 99
27, 87, 101, 99
101, 99, 87, 27
27, 87, 99, 101
01
99
,1
27
,8
27
1,
10
7,
99
,8
7,
99
10
1,
7,
,8
27
,2
7,
10
1,
99
25% 25% 25% 25%
87
1.
2.
3.
4.
FIND THE PRODUCT: 67.2 x 10
20
25%
67
2.
25%
67
25%
.2
25%
67
6.720
67.20
672.0
6,720
6.
72
1.
2.
3.
4.
IN FRACTIONS, THE TOP NUMBER IS CALLED
THE _____.
1. DENOMINATOR
(DENOM)
2. TOP NUMBER
3. MULTIPLICAND
4. NUMERATOR (NUMER)
)
ER
IC
N
U
(N
R
M
ER
A
M
TO
UL
T
IP
L
NU
P
TO
UM
AN
ER
M
B
...
(D
R
TO
A
M
IN
EN
O
D
D
25% 25% 25% 25%
FRACTIONS CAN BE WRITTEN AS:
MIXED NUMBERS
IMPROPER FRACTIONS
SIMPLE FRACTIONS
NONE OF THE ABOVE
ALL OF THE ABOVE
VE
A
E
A
O
F
TH
TH
E
F
A
LL
O
E
BO
VE
BO
TI
O
S
AC
N
M
PL
E
SI
O
N
AC
FR
PE
R
FR
TI
O
N
S
ER
M
B
NU
D
IX
E
IM
PR
O
NS
20% 20% 20% 20% 20%
M
1.
2.
3.
4.
5.
FRACTIONS SHOULD BE _____ TO THEIR
LOWEST FORM.
SIMPLIFIED
CHANGED
REDUCED
NONE OF THE ABOVE
ALL OF THE ABOVE
VE
A
E
O
F
TH
TH
E
LL
A
E
O
F
R
O
N
N
BO
VE
BO
A
ED
U
CE
D
G
ED
AN
H
C
M
PL
IF
IE
D
20% 20% 20% 20% 20%
SI
1.
2.
3.
4.
5.
ANY WHOLE NUMBER CAN BE WRITTEN AS A
FRACTION BY MAKING THE DENOMINATOR:
25%
0
25%
10
25%
2
25%
1
10
1
2
100
10
1.
2.
3.
4.
WHICH NUMBER IS PRIME?
25%
25%
3
25%
4
25%
20
16
20
4
3
16
1.
2.
3.
4.
REDUCE TO LOWEST TERMS: 1/7 + 2/3 =
33%
17
/2
1
7
33%
4/
10
33%
4/
1. 4/10
2. 4/7
3. 17/21
ROUND 140 TO THE NEAREST HUNDRED.
0
25%
40
0
25%
20
25%
0
25%
10
0
100
200
400
0
1.
2.
3.
4.
ROUND 32,900 TO THE NEAREST TEN
THOUSAND.
32
90
0
25%
0
00
00
33
00
25%
0
25%
0
25%
32
30,000
33,000
32,000
32,900
30
1.
2.
3.
4.
TO MEASURE THE LENGTH OF YOUR FINGER,
YOU WOULD USE:
KILOMETERS
METERS
CENTIMETERS
MILLIMETERS
ER
S
RS
RS
IM
ET
IL
L
M
C
EN
TI
M
ET
E
ET
E
M
IL
O
M
ET
ER
S
25% 25% 25% 25%
K
1.
2.
3.
4.
TO MEASURE THE DISTANCE BETWEEN CITIES,
YOU WOULD USE:
KILOMETERS
METERS
CENTIMETERS
MILLIMETERS
ER
S
RS
RS
IM
ET
IL
L
M
C
EN
TI
M
ET
E
ET
E
M
IL
O
M
ET
ER
S
25% 25% 25% 25%
K
1.
2.
3.
4.
IF YOU ATE A 12 OUNCE STEAK, YOU WOULD
HAVE EATEN:
OVER 1 POUND
EXACTLY 1 POUND
UNDER 1 POUND
NONE OF THE
ABOVE
VE
BO
ND
TH
E
A
PO
U
1
N
O
N
E
U
N
O
F
DE
R
TL
Y
AC
EX
VE
R
1
1
PO
PO
U
UN
D
ND
25% 25% 25% 25%
O
1.
2.
3.
4.
WHICH OF THESE IS OFTEN MEASURED IN
GALLONS?
1. WATER IN A GLASS
2. OIL IN A BARREL
3. SAND IN A
SANDBOX
O
X
DB
SA
B
ND
SA
IL
O
IN
IN
A
A
A
IN
R
AT
E
W
N
AR
G
LA
RE
L
SS
33% 33% 33%
THE FORMULA FOR CALCULATING THE
PERIMETER OF A RECTANGLE IS:
P=L+W
P = 2 x (L + W)
P = 3 x (L + W)
P = (2 x L) + W
W
+
W
)
L)
+
x
(L
(2
x
=
P
P
=
2
=
P
3
x
=
(L
L
+
+
W
W
)
25% 25% 25% 25%
P
1.
2.
3.
4.
THE SURFACE INCLUDED WITHIN A BOUNDARY
IS THE DEFINITION FOR:
DI
NG
25% 25%
M
E
IV
I
D
R
EA
25%
A
D
DI
NG
25%
TI
ADDING
AREA
TIME
DIVIDING
A
1.
2.
3.
4.
VOLUME MEASURES THE AMOUNT OF:
1. MASS OF AN OBJECT
2. AREA OF AN OBJECT
3. GRAVITY PULLING
OBJECT
4. SPACE OCCUPIED BY
OBJECT
..
UP
IE
D
O
E
AC
SP
VI
TY
RA
G
CC
PU
LL
AN
F
O
EA
R
A
IN
BJ
E
O
BJ
E
O
AN
F
O
AS
S
M
G
...
C
CT
T
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A LINE OF SYMMETRY DIVIDES A FIGURE INTO:
CONGRUENT PARTS
SIMILAR PARTS
UNEQUAL PARTS
ASYMMETRICAL
PARTS
TS
R
TS
N
IC
M
ET
R
EQ
UA
A
L
L
PA
PA
R
PA
R
SY
M
A
SI
M
IL
A
U
O
N
G
R
U
EN
T
PA
R
TS
RT
S
25% 25% 25% 25%
C
1.
2.
3.
4.
ONLY ONE OF JOE'S GROCERY PACKAGES HAS
AN EVEN NUMBER OF ITEMS. IT IS:
A SACK OF 15 TOMATOES.
A BUNCH OF 22 BANANAS.
A BAG OF 27 POTATOES.
A BOX 49 STRAWBERRIES.
AW
B
49
ST
R
27
O
X
A
B
A
B
A
...
...
PO
TA
...
F
O
G
NC
U
B
A
SA
CK
H
O
F
O
F
15
22
BA
TO
M
...
25% 25% 25% 25%
A
1.
2.
3.
4.
9 + 1 + 4 = ___
25%
25%
15
25%
14
25%
11
13
11
14
15
13
1.
2.
3.
4.
THERE WERE 8 STUDENTS WALKING TO SCHOOL WHEN 14
MORE JOINED. WHICH EQUATION SHOWS THE TOTAL?
x
8
25%
14
25%
-1
4
+
8
25%
14
-8
25%
8
14 - 8
14 + 8
8 - 14
14 x 8
14
1.
2.
3.
4.
MARY HAS 1 BLUE, 2 RED & 3 YELLOW CRAYONS. IF SHE GIVES 2
CRAYONS TO SUE, WHICH COULD THEY BE?
1. 2 BLUE CRAYONS
2. 1 BLUE & 1 GREEN
CRAYON
3. 1 YELLOW & 1 RED
CRAYON
4. 1 RED & 1 GREEN
CRAYON
...
...
N
ED
RE
E
R
1
RE
D
&
1
G
&
YE
L
1
1
LO
W
&
E
BL
U
1
2
BL
U
1
E
G
CR
RE
EN
AY
O
...
NS
25% 25% 25% 25%