nathan drove 262 miles in 5 hours at a canstant speed. how long would it take him to drive 377.28 miles at the same speed
To find out how long it would take Nathan to drive 377.28 miles at the same speed, we can use the formula:
time = distance / speed
In this case, let's calculate the speed first. We know that Nathan drove 262 miles in 5 hours at a constant speed. Therefore, his speed can be calculated as:
speed = distance / time
Substituting the values, we get:
speed = 262 miles / 5 hours
speed = 52.4 miles per hour
Now we can calculate the time it would take Nathan to drive 377.28 miles using the speed we just calculated:
time = distance / speed
time = 377.28 miles / 52.4 miles per hour
Calculating this, we find:
time ≈ 7.2 hours
So, it would take Nathan approximately 7.2 hours to drive 377.28 miles at the same speed.
To find out how long it would take Nathan to drive 377.28 miles at the same constant speed, we can use the formula:
time = distance / speed
In this case, we already have the distance (377.28 miles) and the speed is constant. Let's calculate the time it would take:
time = 377.28 miles / speed
To find the speed, we can use the information given in the question. Nathan drove 262 miles in 5 hours. We can calculate the speed:
speed = distance / time
speed = 262 miles / 5 hours
speed = 52.4 miles per hour
Now, we can substitute the speed into the time formula:
time = 377.28 miles / 52.4 miles per hour
time ≈ 7.2 hours
Therefore, it would take Nathan approximately 7.2 hours to drive 377.28 miles at the same constant speed.
262/5 = 52.4 mph
377.28 / 52.4 = ______ hours