A cruise ship travels 1900 miles per trip. There are a total of 4 stops the ship makes, and the distance to the first stop is 460 miles. If the variable d stands for the distance left to travel after the first stop, which of the following choices is the most reasonable value for d?
1,500 miles
Depends what car it is.
1 hour if you are travelling at 75 mph
you're a tool. dependant upon inertia, stopping surface, braking potential, weight. lots of factors. a car may have ABS or not. this affects the final distance
An hour is a unit of time, a mile is a unit of distance. The two units are incompatible without some measure of travelling, for example, travelling a certain number of miles per hour.
Stopping Distance = about 56.25 feet.
Miles per hour is a ration of how many miles you can travel in 1 hour. 1100 miles only has the distance component, and no time specification. You need to know how much time was spent travelling.
It depends on the road conditions, as well the state of your brakes.
ten feet for every ten miles an hour
45 feet
This will depend upon the speed you are travelling at. If you are travelling at 60 miles per hour it will take you around 15 hours. Calculate this by dividing the distance (in miles) by the speed(in mph).
Speed = (distance) divided by (time for the distance) Your speed would be exactly 27 miles per 20 minutes. In more familiar units . . . 20 minutes = 1/3 hour 27 miles / (1/3 hour) = 81 miles per hour.
That depends on how fast you are travelling. If you are travelling at one mile an hour, then it would take you 6 miles. If you were travelling at 50 miles per hour, it would be 300 miles. So without specifying the speed you are travelling at, the question cannot be answered.