- Magnitude only
- Direction only
- Both magnitude and direction
- The total path covered
Author: ETEA MCQS.COM
No category found.
- Only two vectors are involved
- More than two vectors need to be added
- All vectors are perpendicular
- All vectors have the same magnitude
- Greater than zero
- Less than zero
- Zero
- Equal to its velocity
- V1 + V2 = V3
- V1 + V2 = 0
- V1 = V2
- V3 must be very large
- Equilibrium
- Uniform motion
- Uniform acceleration
- Non-uniform acceleration
- 10 N East, 30 N North
- 10 N West, 30 N South
- 30 N East, 30 N South
- 10 N West, 30 N North
- Rx = Ry
- Rx > Ry
- Rx = 0 and Ry = 0
- R = Rx + Ry
- In equilibrium
- Accelerating North
- Accelerating South
- Accelerating East
- Is the resultant of all forces
- Causes an object to accelerate
- Brings an object into equilibrium
- Is always perpendicular to the resultant
- Increasing
- Decreasing
- Zero
- Equal to its mass
- 90°, 90°, 180°
- 60°, 60°, 240°
- 120°, 120°, 120°
- 45°, 45°, 270°
- Equal to the resultant of the three forces
- Equal in magnitude but opposite in direction to the resultant of the three forces
- The average of the three forces
- The largest of the three forces
- 30 N West
- 30 N East
- 10 N West
- 10 N East
- Accelerating
- In equilibrium
- Moving at constant velocity
- Both B and C are possible
- Ax + Bx + Cx
- Ax * Bx * Cx
- (Ax+Bx+Cx)/3
- √(Ax²+Bx²+Cx²)
- 10 N South-West
- 14.1 N South-West
- 10 N North-East
- 14.1 N North-East
- Rotational equilibrium
- Translational equilibrium
- Dynamic motion
- Unstable equilibrium
