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WorksheetsG9 M1-M2-M3
Total questions: 133
Worksheet time: 3hrs 27mins
____ describes a rule of nature.
Scientific theory
Scientific method
Scientific law
Physics
Scientists make an educated guess about a question they ask called a _____.
hypothesis
scientific theory
scientific method
model
The experimental process that a scientist uses to solve a question involves a variety of ____
hypothesis
scientific laws
scientific methods
models
A____ is an explanation supported by experimental results
hypothesis
scientific theory
Scientific law
model
Physicists use ____ to accurately predict how systems will behave.
graphs
The line of best fit
models
relationships
A paper airplane could be considered a scientific ____.
law
method
model
theory
Fill in the blanks: A ____Scientific method_____ is a systematic way to observe, experiment and analyze the world.
Fill in the blanks: A(n) __hypothesis_____ is an educated guess about how variables are related.
(a)
Fill in the blanks: A(n) __scientific law__ is description of a rule of nature.
(a)
Fill in the blanks: A(n) __scientific theory__ is an explanation supported by experimental results.
Fill in the blanks: A _model (a) is a representation of an idea, event, structure, or object that helps people to better understand it.
Number the following steps in the order in which scientists study problems.
Which of the following is a base unit?
Grams
Kelvin
Minutes
Newton
Which of the following is a base unit?
Ampere
Volt
Newton
Joule
Which of the following is not an SI unit of measurement?
Meter
Second
Kilogram
Kilometer
The SI base unit used to measure mass is the ___.
gram
meter
kilogram
milligram
Which of the following is the derived quantity with its correct SI unit?
Mass Kilogram
Temperature Kelvin
Current Ampere
Force Newton
Force is a product of mass and acceleration. Which combination of fundamental units can be used to express the force acting on an object?
kg
m/s
kgm/s
kgm/s
Which of the following is the base unit for pressure?
m/s
m/s
kg∙m/s
kg/m/s
The derived unit used to measure power is ___.
kg.m/s
kg.m/s
kg.m/s
kg/m.s
If quantity X is measured in kg, quantity Y is measured in m/s, and quantity Z is measured in m, what is the unit for the calculated quantity: XY/Z?
kg.m/s
kg.m/s
kg.m/s
kg.m/s
List six base quantities and their respective units in the table below.
Classify each of the following as a base or derived unit.
Classify the quantities as base or derived by putting a tick (√) and write their corresponding SI units.
The table below shows the physical quantities and their respective formulas. Write their units in terms of their fundamental base units.
Using units, validate if the equations below are dimensionally correct. Note that x is distance, v is speed, t is time and a is acceleration.
____ is the apparent shift of an object when it is viewed from different angles.
Accuracy
Double vision
Measurement
Parallax
____ describes how well the results of a measurement agree with the real value.
Precision
Accuracy
Error
Measurement
The degree of exactness of a measurement is called _____.
Precision
Accuracy
Error
Measurement
A device with very small divisions on its scale can measure with ____.
agreement
precision
scientific notation
fundamental units
Four students reported results from an experiment. Mass of Unknown Liquid Student A Student B Student C Student D 52.3 g 52.35 g 52.353 g 53 g Which student is more precise?
Student A
Student B
Student C
Which student is more precise?
Student A
Student B
Student C
Student D
The length of the student desk is measured using a measuring tape as 1.20 m. how many significant figures is this measurement?
1
2
3
4
The degree of possible error in a measurement is called its ____.
fundamental unit
mechanical quantity
precision balance
margin of uncertainty
Which describes an independent variable?
The factor that is changed or manipulated during an experiment
The factor that depends on what is changed or manipulated during an experiment
The line of best fit
The result of an experiment
Where is the dependent variable plotted on the graph?
Horizontal axis
Vertical axis
At the origin
The dotted line
What type of relationship is represented in this graph?
Linear
Inverse
Reverse
Quadratic
What can you determine from looking at this graph?
As resistance decreases, current decreases
As resistance increases, current decreases
As resistance increases, current stays the same
As current increases, resistance increases
Fill in the blanks. A(n) ___ describes the relationship between two variables in which an increase in one variable results in the decreases of another variable.
On a graph, the ____ is the line drawn as close as possible to all of the data points.
The ___ is the factor that is changed or manipulated during an experiment.
The __ is the factor that depends on the independent variable.
A straight line on a graph shows that there is a(n) __ between the two variables.
A(n) __ exists when one variable depends on the square of another.
In a coordinate system the (a) is the point at which both variables have the value zero.
In this image, 7 cm represents the (a) .
the _____ is the point at which both variables have the value zero.
distance
magnitude
origin
vector
In this image, 7 cm represents the _____.
origin
resultant
scalar
interval
Final position minus the initial position is called _____.
distance
displacement
magnitude
time interval
Which of the following quantities is a vector?
Distance
Speed
Work
Displacement
All of the following are scalar quantities except _____.
mass
distance
acceleration
temperature
Which of the following physical quantities is not a vector quantity?
Time
Force
Velocity
Acceleration
The diagram below shows the position of an object changing with time. The displacement of the object if it moves from A to C and then back to B is ____.
1 m
2 m
4 m
6 m
A boy moved from point A to B to C and finally back to A as shown below. What is his displacement?
0 m
3 m
5 m
12 m
The distance travelled by the particle is __.
1 m
3 m
5 m
7 m
The displacement of the particle is __.
1 m
3 m
5 m
7 m
Fill in the blanks: a. A __vector__ is a quantity with both magnitude and direction.
(a)
Fill in the blanks: b. A vector that represents the sum of two or more vectors is a __resultant__.
(a)
Fill in the blanks: d. Another term given for the size of a quantity is the __magnitude__.
(a)
Fill in the blanks: e. The formula t% – t& represents __time interval__.
(a)
Fill in the blanks: f. A quantity that has only magnitude is __scalar__.
(a)
Fill in the blanks: g. A system that defines the zero point of the variable you are studying is the __coordinate system__.
Fill in the blanks: h. The zero point is also called the __origin__.
(a)
Fill in the blanks: i. The vector quantity that defines the distance and direction between two positions is __displacement__.
(a)
Fill in the blanks: j. A scalar quantity that is the length, or size, of the displacement vector is __distance__.
(a)
Classify the following quantities into scalar or vector quantities by putting a tick (√) in the table below.
A student on her way to school walks 4.0m east, 3.0m north and another 5.0m east, as shown in the diagram. a. Calculate the total distance she covers from her home to school.
Compared to the distance she walks, the magnitude of her displacement from home to school is __________ (Tick the correct answer).
What is the position of the object at 6.0 s?
How much time has passed when the object is at 6.0 m?
How far does the object travel for every second it is in motion?
If the object continues at this speed, when will the object reach 18.0 m?
Where will the object be after 300 s?
Which jogger has a higher speed? Explain why?
Will the blue jogger catch up to the red jogger during the motion shown in the graph? How can you tell?
How far apart were the two runners at t = 2.0 s?
_____ is the change in position divided by the time during which the change occurred.
Average velocity
Average speed
Instantaneous velocity
Instantaneous speed
The figure below shows a position-time graph for an object in motion. Its velocity at 4s is called its ______ velocity.
average
variable
constant
instantaneous
You drive a car for 3.0 h at 97 km/h, then for another 3 h at 72 km/h. What is your average velocity?
85 m/s
85 km/s
85 km/h
85 km/h
What is the average velocity of an object that moves from 6.5 cm to 3.5 cm relative to the origin in 3.0 s?
1.0 m/s
2.0 m/s
3.3 m/s
9.0 m/s
When is the average velocity of an object equal to the instantaneous velocity?
when the velocity is constant
only when the velocity is decreasing at a constant rate
only when the velocity is increasing at a constant rate
always
The graph below represents the motion of a bicycle. What is the average speed of the bicycle?
0.1 m/s
0.6 m/s
1.7 m/s
10 m/s
An object’s equation of motion is given by x = (12 m) + (5 m/s) t, where x is the final position and t is the time. Which statement is true for the object?
Initial velocity could be 12 m/s
Moves with a constant velocity of 5 m/s
Moves with a constant velocity of 12 m/s
Accelerates at 5 m/s^2
Which of the following correctly compares the velocities represented by the graph below?
v1 > v2 > v3
v1 = v2 = v3
v3 > v2 > v1
v2 > v3 > v1
Fill in the blanks. The speed and direction of an object at a particular instant is the __.
Fill in the blanks. Ratio of the change in position to the time interval during which the change occurred is the __.
Fill in the blanks. The absolute value of the slope on a position-time graph is (a) .
What is its average velocity?
What is the ship’s average speed?
Find ∆t for the change in position from x=5 m to x=15 m.
Find ∆x for the time interval from t=2.0 s to t=8.0 s.
What is the slope of this line?
What does the absolute value of the slope of this line represent?
What is the speed of this object in m/s?
If this object continues at the same speed, how long would it take this object to reach a position of x=150 m?
If this object continues at the same speed, how far will it have traveled when t=200 s?
What formula would you use to determine the position of this object if it had an initial position vector and then traveled at a fixed velocity for a certain amount of time?
How far will this object have traveled if it had an initial position of 220 m and traveled at a speed of 2.5 m/s for 48 s?
Where is the bike at 2.0 s?
At what time is the bike at the location x=26 m?
From the graph identify if the object is moving towards or away from the origin in the first 4s.
What is the object’s average velocity at 4 s?
What is the object’s average speed in the last 1s?
What is the y-intercept?
What is the object’s average speed in the last 1s?
What is the y-intercept?
Use your answers from part b and part d to find the position of the object after 10s.
In which of the time intervals below is the velocity of the particle negative? Tick the appropriate box(es).
0 s – 2 s
2 s – 4 s
4 s– 5 s
Find the instantaneous velocity at 4 s.
What is the total displacement of the particle?
Find the average velocity of the particle for the interval t = 0, t = 5.
What is the object’s displacement in the first 5 seconds?
Find the average velocity of the object during t=10.0s and t=15.0s?
What is the average speed of the object between t=10.0s and t=15.0s?
Write the equation of motion for the final position of the object during the first 5 seconds.
For each description, complete the table with the correct time interval.
As a car is driven south in a straight line with constant speed, the acceleration of the car must be ______.
zero
directed northward
directed southward
constant, but not zero
A car, initially traveling at 15 m/s north, accelerates to 25 m/s north in 4.0 seconds. The magnitude of the average acceleration is ____.
2.5 m/s²
6.3 m/s²
10 m/s²
20 m/s²
A car, initially traveling at 15 m/s north, accelerates at a rate of 2.5 m/s². What is its final velocity after 4.0 s?
5.0 m/s
6.0 m/s
25 m/s
38 m/s
As a car is driven south in a straight line with decreasing speed, the acceleration of the car must be:
zero
directed northward
directed southward
constant, but not zero
Which of the motion diagrams below show an object moving with constant velocity?
A
B
C
D
The motion of a car is represented by the following particle model. Which of the following motion diagrams correctly shows the motion of the car?
A
B
C
D
Identify which of the following can all be true about the motion of an accelerating object.
Positive Positive Speeding up
Positive Negative Speeding up
Negative Negative Slowing down
Negative Positive Speeding up
The uniform acceleration has a_________.
varying magnitude and direction
constant magnitude and direction
varying magnitude and a constant direction
constant magnitude and a varying direction
If an object’s velocity and acceleration have the same direction, then the object is _______.
at rest
speeding up
slowing down
moving at a constant velocity
The graph below represents the motion of an object. What is the acceleration of the object?
0.25 m/s²
0.40 m/s²
2.5 m/s²
4.0 m/s²
The graph below represents the relationship between velocity and time of travel for a toy car moving in a straight line. The shaded area under the line represents the car’s _______.
speed
position
acceleration
displacement
The picture below shows the position of a car at different times. Which of the graphs below correctly represents the car’s position as a function of time?
A
B
C
D
The motion of several objects is represented by a position-time graph below. Which object has an acceleration?
A
B
C
D
The position-time graph for an object is represented by the graph below. Which of the following is/are true regarding the motion of the object?
I. Negative velocity
II. Slowing down
III. Accelerating
Which of the objects is/are moving with a constant velocity?
A only
A and E only
B and C only
A, B and C only
Which object has a constant negative acceleration throughout its motion?
B
C
D
E
Which of the statements below is true?
Car D is accelerating
Car C is slowing down
Car B has a positive acceleration
Ca
