John runs at 4.6 m/s for 7.53 s along the x
axis.
How far does John run?
Answer in units of m
AND
What relationship should be used to solve this situation?
1. x = v − t
2. x = v t
3. x = v + t
4. None of these
5. x = v
To find the distance John runs, we can use the formula:
Distance (x) = velocity (v) * time (t)
Given that John's velocity is 4.6 m/s and he runs for 7.53 seconds, we can plug these values into the formula:
x = 4.6 m/s * 7.53 s
By multiplying the velocity and time together, we can determine the distance John runs.
To find the distance John runs, we can use the equation:
Distance (x) = Velocity (v) × Time (t)
Answer: x = v × t
Substituting the given values into the formula:
x = 4.6 m/s × 7.53 s
Calculating this:
x = 34.638 m
So, John runs approximately 34.638 meters.
The relationship that should be used to solve this situation is:
x = v × t (Option 2)
This equation relates the distance traveled (x) to the velocity (v) and time (t) taken to travel that distance. It is specifically used when calculating the distance traveled by an object moving at a constant velocity.