To calculate average speed, divide the total distance traveled by the time taken. If you have the distance and time values for the first 4 seconds, you can use this formula to find the average speed over that time interval.
To find the distance traveled in the first 5 seconds, we multiply the average velocity by the time traveled. If the object's velocity is constant, this distance is equal to the velocity multiplied by the time.
A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).
The average velocity for the first 3 seconds of a skydiver's free fall would depend on the initial speed, air resistance, and gravitational acceleration, but generally, it could be around 55-60 m/s.
To find the average acceleration over the first 5.1 seconds of motion, divide the change in velocity over that time period by the time taken. Calculate the final velocity minus the initial velocity over 5.1 seconds to find the average acceleration.
490 meters
To find the distance traveled in the first 5 seconds, we multiply the average velocity by the time traveled. If the object's velocity is constant, this distance is equal to the velocity multiplied by the time.
Yes, it is possible for the average velocity of an object to be zero during some interval, even if its average velocity for the first half of the interval is not zero. This can occur if the object moves in opposite directions with equal distances during the two halves of the interval. For example, if a car moves 3 miles east in the first half of an hour and then moves 3 miles west in the second half of an hour, its average velocity for the entire hour would be zero.
The distance-time graph shows that the object initially travels 2 meters in 2 seconds, indicating a speed of 1 m/s for that segment. Subsequently, it travels 80 meters in 40 seconds, resulting in an average speed of 2 m/s for that segment. Overall, the graph reflects two different speeds during the object's journey, with the second segment being slower than the first. The overall distance covered is 82 meters in a total of 42 seconds.
Yes, it is possible for the average velocity of an object to be zero during a given interval even if its average velocity for the first half of the interval is not zero. This can occur when the object moves in opposite directions such that the distances traveled cancel out over the entire interval. For example, if an object moves 3 meters to the right and then 3 meters to the left in equal times, its average velocity for the entire interval would be zero.
heres the average 2.2 seconds
About 10 seconds
A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).A planet orbiting the Sun.A heavy object, released, to let it fall (for the first few seconds; later, air resistance may be significant).
Increasing.
The average velocity for the first 3 seconds of a skydiver's free fall would depend on the initial speed, air resistance, and gravitational acceleration, but generally, it could be around 55-60 m/s.
To find the average acceleration over the first 5.1 seconds of motion, divide the change in velocity over that time period by the time taken. Calculate the final velocity minus the initial velocity over 5.1 seconds to find the average acceleration.
490 meters
4.6 seconds