two aircraft p and q are flying at the same speed,300m/s.the direction along which p is flying is at right angles to the direction along which q is flying.find the magnitude of the velocity of the aircraft p relative to aircraft q.
Answers
Answer:424m/s
_ _ _
Explanation:Vp-Vq=Vp-Vq
The magnitude of the velocity of the aircraft p relative to aircraft q is zero.
- Speed is the rate of movement or how fast it reaches, and it is the speediness of the object to reach the place.
- Speed is a scalar quantity and has no magnitude; it is the rate of fastness of the object to reach its destination.
- It is the dimension of the space, and its standard unit is a meter per second.
- Velocity is the state of the direction of the object or particle.
- Velocity is the scalar portion.
- It is the speed of transition of the distance.
- The standard unit is m/s.
- Velocity has both volume and movement.
- Velocity is the motion of an object or particle.
- Velocity is also called the rate of displacement.
To find:
The magnitude of the velocity of the aircraft p relative to aircraft q.
Given:
Two aircraft p and q are flying at the same speed,300m/s.
Solution :
The velocity of the two aircraft, P & Q, v = 300 m/s
The angle of the direction between them, Ф = 90°
The magnitude of the velocity of aircraft P relative to aircraft Q is given by the formula
V = v cos Ф
substituting the values in the above equation
v = 300 x cos 9
= 300 x 0
= 0
Therefore, magnitude of the velocity of the aircraft p relative to aircraft q is zero.
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