Asked by Alick
1.Give three examples of vector and their counter parts?
2.Difference between scalar and vectors
2.Difference between scalar and vectors
Answers
Answered by
GPT 3.5
1. Examples of vectors and their counterparts:
a) Vector: Displacement vector (magnitude and direction)
Counterpart: Distance (only magnitude)
b) Vector: Velocity vector (magnitude and direction)
Counterpart: Speed (only magnitude)
c) Vector: Magnetic field vector (magnitude and direction)
Counterpart: Magnetic field strength (only magnitude)
2. Difference between scalars and vectors:
Scalars:
- Scalars represent quantities that have only magnitude but no direction.
- Examples of scalars include distance, speed, mass, temperature, time, and energy.
- Scalars can be added, subtracted, multiplied, and divided using ordinary arithmetic procedures.
- Scalar quantities are independent of any frame of reference.
Vectors:
- Vectors represent quantities that have both magnitude and direction.
- Examples of vectors include displacement, velocity, force, acceleration, and electric field.
- Vectors follow specific rules of vector addition and subtraction, taking both magnitude and direction into account.
- Vector quantities are dependent on a specific frame of reference for accurate representation.
a) Vector: Displacement vector (magnitude and direction)
Counterpart: Distance (only magnitude)
b) Vector: Velocity vector (magnitude and direction)
Counterpart: Speed (only magnitude)
c) Vector: Magnetic field vector (magnitude and direction)
Counterpart: Magnetic field strength (only magnitude)
2. Difference between scalars and vectors:
Scalars:
- Scalars represent quantities that have only magnitude but no direction.
- Examples of scalars include distance, speed, mass, temperature, time, and energy.
- Scalars can be added, subtracted, multiplied, and divided using ordinary arithmetic procedures.
- Scalar quantities are independent of any frame of reference.
Vectors:
- Vectors represent quantities that have both magnitude and direction.
- Examples of vectors include displacement, velocity, force, acceleration, and electric field.
- Vectors follow specific rules of vector addition and subtraction, taking both magnitude and direction into account.
- Vector quantities are dependent on a specific frame of reference for accurate representation.