Question 1 of 16
The quantity which has the only magnitude is called ____________
This A level Vectors and Scalars Quiz 1 quiz contains 16 multiple choice questions designed to help you revise and test your A level Vectors and Scalars Quizzes knowledge. Select an answer for each question and click “Submit Answer” to see instant feedback. Take your time and try to score as high as possible!
A level Vectors and Scalars Quiz. Scalars are the physical quantities that can be represented by their magnitude. Examples of such physical quantities include mass, time, length, energy, temperature etc. All of these require a magnitude to be represented. For instance mass is represented by just expressing its magnitude in respective units, like 5 kg, time is expressed in seconds, energy in joules, temperature in Celsius. There is no sense of direction in these physical quantities.
Vectors are the physical quantities that require magnitude and also direction to be represented. Examples include force, velocity, acceleration, etc. All of these require a magnitude and a direction in which they act to be completely defined. For instance force needs to be defined in terms of magnitude in N and also the direction in which it acts; velocity is expressed in ms-1 and needs a direction in which the body is travelling.,
Unit Vector:
A vector having a magnitude equal to 1 and it is denoted by putting a hat (circumflex) on top of the vector symbol.
Unit vector = u^
A unit vector in the x-direction can be denoted by or i^i^ similarly, unit vector in y-direction can be denoted by jj or this
Null vector:
A vector having a zero magnitude and arbitrary direction is called as null vector. For example, the result of the sum of a vector and its negative vector is always a null vector.
A+ (-A) =0
Equal vectors:
Two vectors suppose A and B are said to be equal if they have the same magnitude and same direction regardless of the position of their starting points.
Negative of a vector:
Vector equal in magnitude with the other vector but in the opposite direction. Such vector is called as negative of a vector. Suppose we have two vectors A and B both have the same magnitude but they are opposite in direction so they will be written as:
A = -B
Question 1 of 16
The quantity which has the only magnitude is called ____________
Question 2 of 16
Force is a vector quantity.
Question 3 of 16
A polar vector is one which?
Question 4 of 16
Which of the following acts in accordance with right hand screw rule?
Question 5 of 16
What is the magnitude of a unit vector?
Question 6 of 16
Which of the following has zero magnitude?
Question 7 of 16
Flying a bird is an example of ____________
Question 8 of 16
Two forces whose magnitudes are in ratio of 3:5 give a resultant of 35N. If the angle of inclination is 60°, calculate the magnitude of each force.
Question 9 of 16
Walking off a man is an example of ____________
Question 10 of 16
Velocity is a
Question 11 of 16
Volume is a
Question 12 of 16
If two forces of 20N due north and 12N due south are acting on an object. The resultant force will be
Question 13 of 16
Mass, length, speed, work, time and energy are the examples of
Question 14 of 16
Graphical representation of vectors is a directed line segment with
Question 15 of 16
The vector sum of two vectors is also called
Question 16 of 16
Addition of a vector with its reverse direction is called