Well, the answer is quite simple, but I'm not going to give you the answer to your homework.Think of it this way, if you're traveling 15 miles per hour, how long will it take to travel 15 miles? The answer is obvious, 1 hour.So, all you must do now is divide 60 by 15, and you know how many hours it takes to travel from point A to point B. Then, all you have to do is double your answer to get how many hours it will take to travel from point A to point B, and then back to point A.
It means 35 miles from the point of origin - NOT there and back.
d = 60 miles r = 15 mi/hr t = ? d = rt and t = d/r t = 60 mi/15 mi/hr = 4 hr Since, traveling is going and coming back, then the time is 8 hours.
2 Miles An Hour.
The obvious answer is 5 miles. The not-so-obvious part is it depends on where he is when he starts. If he is on the equator, he is five miles from his point of origin. If his starting point was the south pole, and he drives five miles north, then west, then south, he will arrive back at his starting point. Before you disagree, consider that he is driving on a sphere not a flat plain.
Well, the answer is quite simple, but I'm not going to give you the answer to your homework.Think of it this way, if you're traveling 15 miles per hour, how long will it take to travel 15 miles? The answer is obvious, 1 hour.So, all you must do now is divide 60 by 15, and you know how many hours it takes to travel from point A to point B. Then, all you have to do is double your answer to get how many hours it will take to travel from point A to point B, and then back to point A.
Your starting point is the North pole. It can't be the south pole cause then you wouldn't be able to go south. Travel 20 miles south then west 120 miles you would still only be 20 miles from the North pole.
No, the spaceship would not be able to travel to the Moon and back in one week with its range limited to 50,000 miles per day. The total distance to the Moon and back is 500,000 miles, which is further than the spaceship can travel in a week.
"Displacement" means the difference between the starting point and the end point. If you travel 75 miles to visit your grandmother, and then drive 75 miles back home, you drive the car a distance of 150 miles, but the difference between your starting point and end point is zero ... you ended right where you started from.
Probably safe to say mid-point. When it's as far to go back to your start point as to go on to your end point. I would point out that the "no return" part does not imply the mid-point. It is the point when it is no longer possible to return to your starting point safely. If I am flying 150 miles away and have enough fuel to travel 200 miles (and some reserve for safety) then the point of no return is 100 miles out, not 75 miles. It is the point when I can no longer return to my starting point safely and must continue on to the end point.
Probably safe to say mid-point. When it's as far to go back to your start point as to go on to your end point. I would point out that the "no return" part does not imply the mid-point. It is the point when it is no longer possible to return to your starting point safely. If I am flying 150 miles away and have enough fuel to travel 200 miles (and some reserve for safety) then the point of no return is 100 miles out, not 75 miles. It is the point when I can no longer return to my starting point safely and must continue on to the end point.
"10 miles out and back" means that the hiking trail is 10 miles long in total, with 5 miles to reach the turnaround point and then 5 miles back to the starting point.
It means 35 miles from the point of origin - NOT there and back.
d = 60 miles r = 15 mi/hr t = ? d = rt and t = d/r t = 60 mi/15 mi/hr = 4 hr Since, traveling is going and coming back, then the time is 8 hours.
If the period of a wave is equal to the time it takes for the wave to travel to a fixed point and back, we can say that a standing wave is produced. This phenomenon occurs when two waves of equal frequency and amplitude but traveling in opposite directions interfere with each other, resulting in a wave pattern that appears stationary.
This would cover about 2400 miles.
Mice can travel up to 3 miles to find their way back home.