Acceleration = (change in speed) / (time for the change) = (0 - 20)/0.4 = -50 miles/second2
That rate of acceleration is roughly 8,200 G's, which I'm sure the passenger
would undoubtedly notice, and would not enjoy one bit. And if you think that
HE would be bent out of shape, you should not even LOOK at the tree!
The reason for that ridiculous number is the fact that before he hits the tree,
you've got him going at roughly Mach 93.8 ! ("20 miles per second")
There is no acceleration if the car is travelling at a steady 54,000 miles per hour.
His acceleration is minus fifty m/s/s, or ~ 5.5g.Highly survivable if he is wearing his seat belt.
The sprinter's acceleration is 2 meters per second squared.
(change in velocity)/(change in time)=avg. acceleration (-30 m/s)/(15s)= -2 m/s2
Solve this in two steps. First, find the acceleration as (difference of speed) / time. Second, use Newton's Second Law to find the force (F=ma, that is, force = mass x acceleration).
There is no acceleration if the car is travelling at a steady 54,000 miles per hour.
His acceleration is minus fifty m/s/s, or ~ 5.5g.Highly survivable if he is wearing his seat belt.
The sprinter's acceleration is 2 meters per second squared.
1.2 divided by 2 seconds equals .6m/s... i think. acceleration without speeding is when you're going in circles, but you feel like you're going faster.
20 miles per second / 10 seconds = 2 miles per second ^ 2
(change in velocity)/(change in time)=avg. acceleration (-30 m/s)/(15s)= -2 m/s2
You can't calculate the acceleration from the information provided. The object may be traveling at constant velocity, in which case the acceleration is zero; or it may start slowly end end up faster, or vice versa, in which case the acceleration will be non-zero.
Solve this in two steps. First, find the acceleration as (difference of speed) / time. Second, use Newton's Second Law to find the force (F=ma, that is, force = mass x acceleration).
-6.667 miles per second squared
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In freefall, an object's velocity at a certain time can be calculated using the equation v(t)=a*t Where a=acceleration. On Earth's surface, acceleration due to gravity is equal to 9.8 m/s^2
Just divide the speed difference by the time - a difference of 30 m/s, divided by 3 seconds, is equal to 10 m/s2.