00:01
Problem 30 reads, two remotely controlled unmanned aircraft are launched in opposite directions.
00:06
One flies east at 78 miles per hour and the other west at 82 miles per hour.
00:11
How long will it take the aircraft to fly a combined distance of 560 miles? so to solve this problem, we're going to make a chart.
00:18
One showing the east aircraft, one representing the west aircraft.
00:27
And since it's a uniform motion problem, we're going to use the equation.
00:32
R times t is equal to d, which stands for a rate times time is equal to distance.
01:03
And then the total distance between the aircraft is 560 miles.
01:12
So we're going to fill that in as well.
01:16
So 560 miles is the total distance.
01:20
The aircraft traveling east is going 78 miles per hour.
01:25
The aircraft traveling west is going 82.
01:28
Miles per hour.
01:30
We don't know what the time is.
01:31
So that's what we're trying to figure out.
01:32
So we're going to use t to represent both because it's going to be the same amount of time...