Created By : Sunil Kumar Gandipadala

Reviewed By : Rajashekhar Valipishetty

Last Updated : Apr 10, 2023


Average Velocity Calculator for u = 680 mph, v = 780 mph gives the Avg. Velocity 326.329906 m/s quickly along with step by step procedure.

 

Ex: 10, 167, 48, 34.5 or 90

 

Inital Velocity (u)
Final Velocity (v)

Step by Step Process to find Average Velocity for u = 680 mph, v = 780 mph

Average velocity (v) of an object is equal to its final velocity (v) plus initial velocity (u), divided by two.

So from the above sentence, we get the formula i.e

  =  
(v + u) / 2

Where,

v = Average Velocity

u = Initial velocity

v = Final velocity


Step by Step Solution to find Average Velocity (v) of u = 680 mph & v = 780 mph :

Given that,

Initial velocity (u) = 680 mph

Final velocity (v) = 780 mph

Convert Initial Velocity 680 mph to " m/s"

Initial Velocity in m/s = 680 ÷ 2.237

Initial Velocity in m/s = 303.978543 m/s

Convert Final Velocity 780 mph to " m/s"

Final Velocity in m/s = 780 ÷ 2.237

Final Velocity in m/s = 348.68127 m/s

Substitute the value into the formula

  =  
( 348.68127 + 303.978543 ) / 2

v = 326.329906 m/s

∴ Average Velocity (v) = 326.329906 m/s

Average Velocity for u = 680 mph, v = 780 mph Results in different Units
Values Units
326.329906 m/s
1174.787662 km/hr
1070.636209 f/s
730.0 mph
0.032633 km/s
0.202325 mi/s
64238.172553 ft/m
19579.794367 m/min
32632.990612 cm/sec