Finding Uniformly Accelerated Motion for u = 469 km/h, v = 477 km/h and s = 569 m

Created By : Sunil Kumar Gandipadala

Reviewed By : Phani Ponnapalli

Last Updated : Apr 10, 2023

Find Uniformly Accelerated Motion for u = 469 km/h, v = 477 km/h, s = 569 m by availing Uniformly Accelerated Motion Calculator i.e. a = 0.513138 m/s2 and t = 4.3307 sec and get step by step process.

 

Ex: 10, 167, 48, 34.5 or 90

 

Initial velocity (u)
Final Velocity (v)
Displacement (s)

Finding Uniformly Accelerated Motion for u = 469 km/h, v = 477 km/h and s = 569 m

Procedure finding a, t for u = 469 km/h, v = 477 km/h, s = 569 m

To find the Uniform Acceleration motion, when Initial Velcity, Final Velocity and Displacement is given.

To calculate the Time, the formula is :

t =
2s / v + u

And to calculate the Acceleration, the formula is :

a =
v - u / t

Step by Step solution to find the a and t :

Given that,

Initial Velocity (u) = 469 km/h

Final Velocity (v) = 477 km/h

Displacement (s) = 569 m

Substitute the values in the Time formula to calculate the time (t)

t =
2 x 569 / 477 + 469

t = 4.3307 sec

Substitute the values in the Acceleration formula to calculate the acceleration (s)

a =
477 - 469 / 4.3307

a = 0.513138 m/s2

The Time and Acceleration for the given inputs is :

Acceleration = 0.513138 m/s2

Time = 4.3307 sec

Uniform Accelerated Motion for u = 469 km/h, v = 477 km/h, s = 569 m Results in different Units

Time :

Values Units
4.330655 Seconds (sec)
0.001203 Hours (hr)

Acceleration :

Values Units
0.513138 Meter per second squared (m/s²)
20.202269 Inch per second squared (in/s²)
1.683522 feet per second squared (ft/s²)

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