15.5
The answer will depend on the speed at which the truck travels.The answer will depend on the speed at which the truck travels.The answer will depend on the speed at which the truck travels.The answer will depend on the speed at which the truck travels.
166.67 kph
It is 45 mph.
If that's really what the question is, the answer is 1400 mph. If the question is actually "A truck travels 1400 miles in 20 hours, what is its average speed?" then the answer is 70 mph.
30 kph
The answer will depend on the speed at which the truck travels.The answer will depend on the speed at which the truck travels.The answer will depend on the speed at which the truck travels.The answer will depend on the speed at which the truck travels.
166.67 kph
It is 45 mph.
If that's really what the question is, the answer is 1400 mph. If the question is actually "A truck travels 1400 miles in 20 hours, what is its average speed?" then the answer is 70 mph.
1 minute = 1 kmpm (kilometer per minute) 2 minutes = 2 kmpm 3 minutes = 3 kmpm 4 minutes = 4 kmpm 5 minutes = 5 kmpm 6 minutes = 6 kmpm 7 minutes = 7 kmpm 8 minutes = 8 kmpm 9 minutes = 9 kmpm 10 minutes = 10 kmpm
30 kph
the truck must travel 115
The only difference is the energy required to obtain the same speed. The extra weigh of a truck means that more energy is required to move the greater mass as Force = Mass x acceleration (F = MA). Thus if more mass is being accelerated more force is required. Speed = distance travel / time taken to travel. (S = D/T) Thus speed would be the same for a car and a truck.
The speed is 1 kilometer per minute.Many other units of speed may be used:-- Meters per second . . . . . . . . 16 and 2/3-- Kilometers per hour . . . . . . . 60-- Feet per second. . . . . . . . . . 54.68 (rounded)-- Miles per day . . . . . . . . . . . . 894.8 (rounded)-- Furlongs per fortnight . . . . . 100,214.7 (rounded)
The shortest time is about 4 hours and 15 minutes.
speed is distance divided by time. 200/4 = 50 miles per hour
Suppose a truck and a car are both running at 40 km/hr.Which vehicle needs a greater force to stop and why?