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What ia an example of a vector?
An example of a vector could be a quantity with both magnitude and direction, such as velocity. Velocity has a magnitude (speed) and direction (e.g. north at 10 m/s).
A car moves from a position 50 m south of the library to a new position 250 m north of the library This movement takes 15 seconds What is the velocity of the car?
The displacement of the car is 200 m (250 m north - 50 m south). The time taken is 15 seconds. Therefore, the velocity of the car is 200 m divided by 15 seconds, which equals 13.33 m/s north.
A skater taveling in a straight line goes from 3 ms to 9 ms in 3 s What is the acceleration?
The acceleration of the skater is 2 m/s². This is calculated by taking the final velocity (9 m/s) minus the initial velocity (3 m/s), and then dividing by the time (3 s).
What is a car acceleration if it increases its speed from 5 ms to 20 ms in 3 s?
The car's acceleration is 5 m/s^2. This is calculated by dividing the change in velocity (20 m/s - 5 m/s = 15 m/s) by the time it took to change (3 s).
An object changes its speed from 10 m or s to 3 m or s is undergoing what acceleration?
The object is undergoing deceleration, as its speed is decreasing from 10 m/s to 3 m/s. The acceleration is negative because it is in the opposite direction of its initial velocity.
3 m s is an example of a?
Time. 3 milliseconds
A bus is traveling 10 m s north a person gets up to walk to the front of the bus at a pace of 2 m s north What is the person's resultant velocity?
12 m s north
When walking to school you approach an intersection and slow down from 2 m s to a stop in 3 s What is your acceleration during this time interval?
Acceleration is change in velocity over time. In the metric system it is measured in meters per second per second (m/s squared). To figure it out, subtract the initial speed from the final speed and divide the difference by the time. In your example, 0 m/s - 2 m/s = -2 m/s. -2 m/s divided by 3 s = -2/3 m/s squared. Because the answer is a negative number, it is a deceleration - a slowing down.
What is the momentum of a 10.0kg dog chasing a rabbit north at 6.0ms?
The momentum of the dog can be calculated by multiplying its mass (10.0 kg) by its velocity (6.0 m/s), resulting in a momentum of 60.0 kg*m/s north.
What does 180 is the M S with 3 D mean?
180 IS THE M S WITH 3 D
What is the frequency of a wave moving at 24 m s with a wavelength of 3 m?
frequency [Hz] = velocity[m/s] / wavelength [m] frequency [Hz] = 24 [m/s] / 3 [m] frequency = 8 [Hz]
What ia an example of a vector?
An example of a vector could be a quantity with both magnitude and direction, such as velocity. Velocity has a magnitude (speed) and direction (e.g. north at 10 m/s).
How would you write 300000000 ms using scientific notation?
300000000 m/s = 3 × 10^8 m/s c ≈ 2.99792458 m/s = 2.99792458 × 10^8 m/s which is usually rounded to 3 × 10^8 m/s
What is constant accelaration?
M/s -1 - For example gravity has a constant acceleration of 9 M/s -1
A car moves from a position 50 m south of the library to a new position 250 m north of the library This movement takes 15 seconds What is the velocity of the car?
The displacement of the car is 200 m (250 m north - 50 m south). The time taken is 15 seconds. Therefore, the velocity of the car is 200 m divided by 15 seconds, which equals 13.33 m/s north.
Formula of Convert from kmh to ms?
kmh to m/s formula n * 5/18 example: 100km/h convert to (n)m/s 100 * 5/18 = 27.7 m/s OR my way of doing this (much simpler): (km/h) / 3.6 = m/S example: (100km/h) / 3.6 = 27.8 m/s
What has the author Eric M North written?
Eric M. North has written: 'The Kingdom and the Nations' -- subject(s): Study and teaching, Missions
