An athlete runs a circular path of radius 35 m in one minute and reaches the start
point. Calculate : a) distance travelled by the athlete
b) displacement
c) speed with which athlete is running
Answers
Answer:
) displacement
c) speed with which athlete is running
Step-by-step explanation:
Answer:
- The Distance travelled by the athlete = 220m
- The Displacement = 0
- Speed with which athlete is running = 11 m / 3 sec or 3.66 m/s
Step-by-step explanation:
Given,
- Radius of Circular path = 35m
- Time taken by Athlete = 1 minute
To Find,
- The Distance travelled by the athlete.
- The Displacement.
- Speed with which athlete is running.
Solution,
The Distance travelled by the athlete = Circumference of Circular path
→ The Distance travelled by the athlete= 2 × π × r
→ The Distance travelled by the athlete = 2 × 22/7 × 35m
→ The Distance travelled by the athlete = 220m
The Displacement = Distance between the starting point and ending point
[As the starting point and ending point is same]
→ The Displacement = 0
Time taken by Athlete = 1 minute
[1 minute = 60 seconds]
→ Time taken by Athlete = 60 seconds
Speed with which athlete is running = The Distance travelled by the athlete / Time taken by Athlete
→ Speed with which athlete is running = 220 m / 60 sec
→ Speed with which athlete is running = 11 m / 3 sec or 3.66 m/s
Required Answer,
- The Distance travelled by the athlete = 220m
- The Displacement = 0
- Speed with which athlete is running = 11 m / 3 sec or 3.66 m/s