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A motor car covers 1/3 part of total distance with velocity v1=10km/hr, Second 1/3 part with velocity v2=20km/hr and rest 1/3 part with velocity v3=60km/hr. What is the average speed of the car? a) 196m b)98m c)9.8m d)19.6m?
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A motor car covers 1/3 part of total distance with velocity v1=10km/hr...
Given information:
- A motor car covers 1/3 part of total distance with velocity v1=10km/hr.
- Second 1/3 part with velocity v2=20km/hr.
- Rest 1/3 part with velocity v3=60km/hr.

To find:
- The average speed of the car.

Solution:
Let's assume that the total distance covered by the car is d km.

- Distance covered in the first 1/3 part of the journey = d/3.
- Distance covered in the second 1/3 part of the journey = d/3.
- Distance covered in the rest 1/3 part of the journey = d/3.

Now, we can calculate the time taken to cover each distance using the formula:

Time = Distance / Velocity

- Time taken to cover the first 1/3 part of the journey = (d/3) / 10 = d/30 hours.
- Time taken to cover the second 1/3 part of the journey = (d/3) / 20 = d/60 hours.
- Time taken to cover the rest 1/3 part of the journey = (d/3) / 60 = d/180 hours.

Total time taken to cover the entire distance = (d/30) + (d/60) + (d/180) = (2d/45) hours.

Now, we can calculate the average speed of the car using the formula:

Average Speed = Total Distance / Total Time

- Total Distance = d km.
- Total Time = (2d/45) hours.

Average Speed = d / (2d/45) = 22.5 km/hr.

Therefore, the average speed of the car is 22.5 km/hr.

Answer: a) 196m.
Community Answer
A motor car covers 1/3 part of total distance with velocity v1=10km/hr...
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A motor car covers 1/3 part of total distance with velocity v1=10km/hr, Second 1/3 part with velocity v2=20km/hr and rest 1/3 part with velocity v3=60km/hr. What is the average speed of the car? a) 196m b)98m c)9.8m d)19.6m?
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