20 seconds, or as far as you can see down the road.
About 6.24 seconds at 45mph to travel 412 feet.
You should be 2-3 seconds behind a given point that the vehicle in front just passed. At 65 mph, that is 95 feet per second, so multiply by 2 or 3 and you should be 190-280 feet behind
At 35 mph you will travel about 154 feet in three seconds.
There are only 31,536,000 seconds in a year. So, light can only travel for 31,536,000 in a year.
There are 3600 seconds in one hour. Therefore, you would travel 15 x 1.4/3600 = 0.00583 recurring (that is, 0.00583333..) miles (that is, 9.38784 metres) in 1.4 seconds.
5.87 seconds.
23 minutes 4.6 seconds.
6
About 6.24 seconds at 45mph to travel 412 feet.
You should be 2-3 seconds behind a given point that the vehicle in front just passed. At 65 mph, that is 95 feet per second, so multiply by 2 or 3 and you should be 190-280 feet behind
4.86 seconds.
The time required for a space vehicle to travel 1 mile is precisely(3,600 seconds)/(speed of the ship, in mph) .
[ (242/45) x (the vehicle's average speed in miles per hour) ] feet
Convert the seconds to hours (dividing by 3600), then multiply the speed by the time. That will give you the distance (in miles, in this case).
At 55 mph, a vehicle travels approximately 80 feet per second. Therefore, if you take 2 to 3 seconds to look away at your cell phone, your vehicle could cover a distance of around 160 to 240 feet without your attention, which is roughly the length of a football field. This significant distance underscores the dangers of distracted driving.
You follow the vehicle ahead of you by 3 seconds, you should never plan a path where you will be unless you are switching lanes and need to know how much space you have because while driving things can change in an instant, for good defensive driving just be prepared for anything at any time, and always follow vehicles by 3 seconds from the time their rear bumper passes an object until your front bumper passes the same stationary object
A defensive driver typically looks ahead of their vehicle a distance equal to about 12 to 15 seconds of travel time. This means that at a speed of 60 miles per hour, a driver should be scanning the road about a quarter to a half mile ahead. This practice helps in anticipating potential hazards and making timely decisions to ensure safety on the road.