Speed
Trending Questions
- 13ms−1 and 40s
- 25ms−1 and 30s
- 15ms−1 and 65s
- 20ms−1 and 10s
- 90 km/h
- 40 km/h
- 30 km/h
- 45 km/h
An artificial satellite is moving in a circular orbit of radius 42250 km. Calculate its speed if it takes 24 hours to revolve around the earth.
- 2 s
- 4 s
- 6 s
- 8 s
Question 11
Avinash can run with a speed of 8 ms−1 against the frictional force of 10 N, and Kapil can move with a speed of 3 ms−1 against the frictional force of 25 N. Who is more powerful and why?
- 4200 km h−1
- 1100 km h−1
- 3100 km h−1
- 2200 km h−1
Define speed. Explain how distance is related to time using the formula
- 280 km
- 100 km
- 80 km
- 180 km
A car moves a circular path of radius in with a uniform speed find the speed
(a) the total distance travelled by the car
(b) the total time of travel, and
(c) the average speed of car.
Give the relation between speed and time, if the distance to be traveled is same.
As speed increases, the time taken will also increase.
There will be simultaneous changes in speed and time, not predictable.
As speed decreases, the time taken will also decrease.
As speed increases, the time taken will decrease.
Time taken by the bob to move from A to C is t1 and from C to O is t2. The time period of this simple pendulum is
- (t1 + t2)
- 2 (t1 + t2)
- 3 (t1 + t2)
- 4 (t1 + t2)
- 5m/s
- 10m/s
- 15m/s
- 20m/s
- metre
- second
- kilometre
- kilogram
- 10 min
- 10 s
- 4 s
- 4 min
We can find the speed of a moving object if we know the mass and the distance traveled by it.
- True
- False
Write true or false :
The speed 5ms−1 is less than 25kmh−1.
A car takes 4 hours to travel from Bangalore to Chennai, whereas a flight takes only 30 minutes to travel from Bangalore to Chennai. If the distance from Bangalore to Chennai by road is 400 km and by air is 150 km, find the average speed of flight and the average speed of car respectively.
- 300 km h−1, 37.5 km h−1
- 300 km h−1, 120 km h−1
- 300 km h−1, 200 km h−1
- 300 km h−1, 100 km h−1
- 60 km
- 70 km
- 80 km
- 90 km
- 20 m/s
- 20 km/min
- 2.5 km/s
- 3600 m/min
- 24 kmh−1
- 25 kmh−1
- 20 kmh−1
- 30 kmh−1
- Distance = TimeSpeed
- Speed = Distance ×Time
- Time = DistanceSpeed
- Distance = SpeedTime
(i)kmh−1
(ii) ms−1.
- 10 km/h
- 20 km/h
- 25 km/h
- 24 km/h
- 240 km h−1
- 200 km h−1
- 160 km h−1
- 300 km h−1