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WorksheetsSDT
Total questions: 111
Worksheet time: 2hrs 51mins
Name
Class
Date
1.
Distance over time.
a)
Travel
b)
Motion
c)
Velocity
d)
Speed
2.
How is speed calculated?
a)
S= D/M
b)
S= D/T
c)
S= T/D
d)
T= S/D
3.
What is speed?
a)
how far you go
b)
how much distance is covered over a period of time
c)
how fast you accelerate
d)
the change in the location of a object
4.
A runner races in the 100 meter dash. It takes her 10 seconds to finish. What is her average speed?
a)
10 m/s
b)
1000 m/s
c)
100 seconds
d)
10 seconds
5.
A person walked 10 miles. It took them 2 hours. How fast were they walking?
a)
8 mph
b)
5 mph
c)
2 mph
d)
10 mph
6.
Reese can run 10 meters in 5 seconds. What is her speed?
a)
5 meters/sec
b)
2 meters/sec
c)
5 miles/hour
d)
2 miles/hour
7.
Avery likes to walk 30 feet in 10 seconds. What is her speed?
a)
3 feet/sec
b)
6 feet/sec
c)
10 feet/sec
d)
2 feet/sec
8.
Which of the following is a unit of speed?
a)
km/hr
b)
hr
c)
km
d)
sec
9.
Which of the following is a unit of time?
a)
km/hr
b)
hr
c)
km
d)
mi
10.
Which of the following is a unit of distance ?
a)
miles/hr
b)
hr
c)
km
d)
min
11.
Which of the following is a unit of time?
a)
sec
b)
mi
c)
m/s
d)
km
12.
Which of the following is a unit of speed ?
a)
sec
b)
mi
c)
m/s
d)
min
13.
A ladybug moves from 2 cm to 7 cm in 25 seconds. What is the speed of the ladybug? (Hint: to find the total distance, you have to subtract)
a)
5 cm/sec
b)
0.2 cm/sec
c)
12 cm/sec
d)
3.57 cm/sec
14.
What is the average speed of the ball if it falls 40 meters 20 seconds?
a)
A. 20 m/s
b)
B. 800 m/s
c)
C. 0.5 m/s
d)
D. 2 m/s
15.
How do you calculate time?
a)
s/d
b)
sxd
c)
d/s
d)
t/d
16.
If a boy runs at 6m/s for 1 and a half minutes. How far has he run?
a)
9m
b)
7.8m
c)
15m
d)
540m
17.
Calculate the average speed (in meter/sec) if a cheetah runs 180 meters in 10 seconds.
a)
198 m/sec
b)
170 m/sec
c)
12 m/sec
d)
18 m/sec
18.
Calculate the average speed (in miles per hour) of Cassandra who runs a 18 mile marathon in 6 hours.
a)
24 m/hr
b)
3 m/hr
c)
0.333 m/hr
d)
12 m/hr
19.
Calculate the distance (in miles) that Daniel bikes if he maintains an average speed of 26 miles/hr for 7 hours
a)
33 miles
b)
3.71 miles
c)
182 miles
d)
676 miles
20.
A bicycle rider travels 100 miles in 4 hours. What is the cyclist's average speed?
a)
400 miles/hr
b)
25 miles/hr
c)
104 miles/hr
d)
.025 miles/hr
21.
How much time would it take for the sound of thunder to travel 8000 meters if sound travels a speed of 330 meters per second?
a)
24.24 seconds
b)
24,000 seconds
c)
3 seconds
d)
2.4 seconds
22.
A cricket can travel approximately 8 feet per minute. How many feet could a cricket travel in 75 minutes?
a)
83 feet
b)
9.375 feet
c)
180 feet
d)
600 feet
23.
A truck driver traveled 720 miles in 12 hours. He drove from California to Georgia. What was the truck driver's velocity?
a)
60 miles/hour North
b)
75 miles/hour West
c)
60 miles/hour East
d)
60 miles/hour
24.
James walked 14 miles at an average speed of 4 miles/hour. How long did it take him to walk 14 miles?
a)
18 hours
b)
3.5 hours
c)
18,000 minutes
d)
3.5 seconds
25.
A bee can fly at an average rate of 7 miles/hour. If a bee flew nonstop for 18 hours, how far will it have traveled?
a)
126 miles
b)
25 meters
c)
25 miles
d)
0.38 miles/hour
26.
A racecar can travel 500 miles at a speed of 125 miles per hour. At this speed, how long will it take the racecar to complete the 500 mile race?
a)
405 minutes
b)
3 days
c)
4 hours
d)
40 miles per hour
27.
Jacob walked five miles of beach in 2 hours. What was Jacob's average speed?
a)
12 nautical miles
b)
250 miles per hour
c)
2.5 miles per hour
d)
10 miles per hour
28.
A whale can swim 800 miles in 160 hours. If the whale is swimming from Canada to Florida, what is the whales velocity?
a)
5 miles per hour North
b)
960 miles per hour South
c)
15 miles East
d)
5 miles per hour South
29.
Natalie rode a train for 12 hours. She traveled for 258 miles. How fast was Natalie travelling?
a)
21.5 mph
b)
12 mph
c)
267 mph
d)
87.5 mph
30.
Forrest Gump ran 720 miles in 120 hours. How fast was Forrest Gump running?
a)
72 mph
b)
600 mph
c)
88 miles
d)
6 mph
31.
How would you calculate the speed for a car that went a distance of 125 kilometers in 2 hours time?
a)
125 ÷ 2
b)
125 × 2
c)
2 ÷ 125
d)
2 +125
32.
How would you calculate the speed of a baseball that takes 0.5 seconds to fly a distance of 20 meters?
a)
0.5 ÷ 20
b)
20 × 0.5
c)
20 ÷ 0.5
d)
0.5 - 20
33.
How would you calculate the distance it takes a softball player travels if she runs for 8 seconds at an average speed of 6.5 m/s?
a)
6.5 ÷ 8
b)
6.5 × 8
c)
8 ÷ 6.5
d)
8 - 6.5
34.
How would you calculate the average speed of a student that is able to run 20 meters in 8 seconds?
a)
20 ÷ 8
b)
20 × 8
c)
8 ÷ 20
d)
8 - 20
35.
Time =
a)
Distance ÷ Speed
b)
Speed ÷ Distance
c)
Speed x Distance
d)
Distance + Speed
36.
Distance =
a)
Time ÷ Speed
b)
Speed ÷ Time
c)
Speed x Time
d)
Time + Speed
37.
Find speed when distance is 142 km and time is 2 hours.
a)
71km/hr
b)
52km/hr
c)
17km/hr
d)
90km/hr
38.
A man runs at 10 m/min for 5 min, what distance will he run?
a)
10 miles
b)
10 m
c)
5 m
d)
50 m
39.
Dave runs a 400 m race with a speed of 4 m/s. What time will it take him to finish the race?
a)
400 minutes
b)
100 minutes
c)
100 seconds
d)
.25 seconds
40.
The answer to an addition problem is called the _______________.
a)
difference
b)
product
c)
sum
d)
quotient
41.
The answer to a subtraction problem is called the ___________.
a)
quotient
b)
sum
c)
product
d)
difference
42.
Product
a)
the answer to a multiplication question
b)
the answer to a division question
c)
the answer to a subtraction question
d)
the answer to an addition question
43.
difference
a)
the answer to a division question
b)
the answer to a subtraction question
c)
the answer to an addition question
d)
the answer to a multiplication question
44.
quotient
a)
the answer to a multiplication question
b)
the answer to a subtraction question
c)
the answer to a division question
d)
the answer to an addition question
45.
Estimate
a)
finding an answer that is reasonable by rounding the numbers in an equation
b)
price the guy gives you before fixing your car
c)
rounding numbers
d)
over spending at the movies
46.
improper fraction
a)
a fraction that can't follow the rules
b)
a fraction that has a bigger numerator than denominator
c)
a fraction that has a bigger denominator than numerator
d)
a fraction that is combined with a whole number
47.
mixed number
a)
a fraction that has a bigger numerator than denominator
b)
a fraction that has a bigger denominator than numerator
c)
a fraction that is combined with a whole number
d)
a number that is confused
48.
numerator
a)
the guy in charge of fractions
b)
the bottom number in a fraction telling how many parts altogether
c)
the top part of a fraction that tells how many parts out of the whole
d)
none of the above
49.
denominator
a)
the Terminator's arch enemy
b)
the top part of a fraction that tells how many parts out of the whole
c)
the bottom number in a fraction telling how many parts altogether
d)
none of the above
50.
Least Common Multiple
a)
used to find the answer to adding
b)
used to find a common denominator so we can add or subtract fractions
c)
used to find a common numerator
d)
used to make the top and bottom the same
51.
simplify
a)
to reduce a fraction to its simplest form where the numerator and denominator have no more common factors other than 1
b)
make our math homework easier
c)
change an improper fraction to a mixed number
d)
none of the above
52.
Greatest Common Factor
a)
greatest factor that divides two numbers, used to simplify fractions.
b)
same as a least common multiple
c)
all of the above
d)
none of the above
53.
The combining of two groups into one group is called
a)
diameter
b)
subtraction
c)
addition
d)
sdifference
54.
The numbers that are added together in an addition problem are called
a)
addends
b)
factors
c)
radius
d)
pikachu
55.
The answer to an addition problem is called the
a)
difference
b)
quotient
c)
product
d)
sum
56.
Numbers that tell position or order are called
a)
difference
b)
ordinal numbers
c)
addition
d)
denominators
57.
Numbers that end with 2, 4, 6, 8, or 0 are
a)
odd numbers
b)
even numbers
c)
ordinal numbers
d)
pikachu
58.
Numbers that end with 1, 3, 5, 7 or 9 are called
a)
odd numbers
b)
even numbers
c)
ordinal numbers
d)
pikachu
59.
The distance between the center of a circle and the outside of the circle is called the
a)
distance
b)
center
c)
diameter
d)
radius
60.
The distance across the circle through the center of it is called the
a)
distance
b)
center
c)
radius
d)
diameter
61.
The numbers that are multiplied in a multiplication problem are called
a)
addends
b)
missing numbers
c)
products
d)
factors
62.
Division is the opposite of what?
a)
subtraction
b)
addition
c)
multiplication
d)
decimals
63.
The answer to a division problem is called a __________.
a)
difference
b)
factor
c)
product
d)
quotient
64.
Another symbol for the division sign is what?
a)
-
b)
X
c)
=
d)
/
65.
In long division, what do we call the extra number that is left over?
a)
numerator
b)
factor
c)
remainder
d)
divisor
66.
A number close to an exact solution tells "about how much or how many"
a)
Difference
b)
Sum
c)
Estimate
d)
Product
67.
a number divided into another number
108 divided by 12 = 108 ..... What does 12 represent.
108 divided by 12 = 108 ..... What does 12 represent.
a)
Divisor
b)
DIvidend
c)
Remainder
d)
Quotient
68.
The amount left over when a number cannot be divided equally by another number.
a)
Left overs
b)
Divisor
c)
Dividend
d)
Remainder
69.
A whole number with a fraction
a)
Equivalent Fraction
b)
Like Fraction
c)
Simplest Form
d)
Mixed Number
70.
Fractions that are equal to each other
a)
Mixed Number
b)
Like Fractions
c)
Equivalent Fractions
d)
Improper Fractions
71.
When the numerator is larger than the denominator
a)
Mixed Number
b)
equivalent fraction
c)
unlike fraction
d)
Improper Fraction
72.
This picture represents...
a)
an obtuse angle
b)
an acute angle
c)
a right angle
d)
a straight angle
73.
Horizontal Axis
a)
y-coordinate
b)
x-coordinate
c)
y-axis
d)
x-axis
74.
An angle that measures greater than 90 degrees, but less than 180 degrees.
a)
acute angle
b)
right angle
c)
obtuse angle
d)
straight angle
75.
This picture represents...
a)
a straight angle
b)
an acute angle
c)
an obtuse angle
d)
a right angle
76.
Money earned through employment and investments
a)
budget
b)
expense
c)
income
d)
debt
77.
Is a spending plan for managing money during a given period of time
a)
debt
b)
expense
c)
budget
d)
fixed expense
78.
What formula is used to find the area of a circle?
a)
l × w
b)
l × w × h
c)
∏ × r²
d)
½B × h
79.
What formula is used to find the area of a triangle?
a)
l × w
b)
l × w × h
c)
∏ × r²
d)
½B × h
80.
Which length is the base of a triangle?
a)
10 in.
b)
8 in.
c)
12 in.
d)
6 in.
81.
Distance around the CIRCLE is called
a)
circumference
b)
radius
c)
pi
d)
perimeter
82.
Square, rectangle, rhombus, trapezoid, and kite shapes all are
a)
quadrilaterals
b)
collinears
c)
transversals
d)
radians
83.
What is the ordered pair for point A?
a)
( 2, 0)
b)
( 0 , 2)
c)
(0, -2)
d)
(-2,0)
84.
a polygon with six sides
a)
rectangle
b)
pentagon
c)
octogon
d)
hexagon
85.
the value of the 8 in the number 34,562.178
a)
8 ones
b)
8 thousands
c)
8 hundredths
d)
8 thousandths
86.
a letter that stands for an unknown number in a mathematical expression or sentence
a)
estimate
b)
range
c)
scale
d)
variable
87.
What does INVERSE mean?
a)
the opposite
b)
the same
c)
congruent
d)
different
88.
The chance that something will happen is called...
a)
probability
b)
luckiness
c)
symmetry
d)
equation
89.
Which must have 4 equal sides?
a)
parallelogram
b)
rectangle
c)
trapezoid
d)
rhombus
90.
The total area of all the sides of a 3-d shape added together.
a)
Volume
b)
Surface Area
c)
Area
d)
Circumference
91.
Amount of space in a solid, 3-d shape.
a)
Volume
b)
Surface Area
c)
Circumference
d)
Area
92.
A letter that represents a number
a)
variable
b)
ratio
c)
event
d)
direct variation
93.
What shape is this?
a)
Cylinder
b)
Cone
c)
Sphere
94.
What shape is this?
a)
Pyramid
b)
Cylinder
c)
Circle
d)
Cube
95.
What is a parallelogram?
a)
A shape with 6 sides
b)
A shape with two parallel sides
c)
A straight line
d)
A shape with 2 sets of parallel sides
96.
How many sides does an octagon have?
a)
5
b)
4
c)
8
d)
6
97.
What does < mean?
a)
greater than
b)
right arrow
c)
equal to
d)
less than
98.
Which axis runs up and down?
a)
x
b)
y
99.
The coordinate (0,0) is also known as the ___.
a)
y-axis
b)
x-axis
c)
origin
100.
Which axis runs horizontally?
a)
x
b)
y
101.
In the coordinate (4,9), which number is the y-coordinate?
a)
4
b)
9
c)
neither
d)
both
102.
Where is point E located?
a)
( 2, 0 )
b)
( 2 , 2 )
c)
( 0 , 2 )
d)
( 0 , 0 )
103.
In the coordinate points (2,7) the 2 represents
a)
y
b)
origin
c)
x
d)
point
104.
Where is T?
a)
(-3, -2)
b)
(-2,-3)
c)
(3,2)
d)
(-3,2)
105.
What will be the last coordinate of the rectangle?
a)
(1, 3)
b)
(8, 4)
c)
(8, 3)
d)
(7, 3)
106.
What are the coordinates of A?
a)
(0.5, 1.0)
b)
(0.5, -1.0)
c)
(-1.0, 0.5)
d)
(-0.5, 1.0)
107.
Is the coordinate (3,5) on the graph y=x+2?
a)
Yes
b)
No
c)
Don´t know
108.
What rule connects the x and y values from this table?
a)
y = x + 8
b)
y = 2x + 3
c)
y = 3x - 2
d)
y = 4x - 7
109.
What rule connects the x and y values from this table?
a)
y = 2x + 5
b)
y = 4x + 1
c)
y = 3x + 3
d)
y = x + 7
110.
Which of these
co-ordinates lie on the line
y = 3x - 8?
co-ordinates lie on the line
y = 3x - 8?
a)
(5, 8)
b)
(0, 8)
c)
(2, -2)
d)
(1, 5)
111.
Which of these lines passes through the point (3, 7)?
a)
y = 2x + 4
b)
y = x + 5
c)
y = x + 10
d)
y = 3x - 2
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