A cannon and a target are 5100m apart and located at the same level. How soon will the shell launched with the initial velocity 240m/s reach the target? Plz answer it..... I need it immediately
Answers
Answered by
10
Distance = 5100m
Initial velocity = 240 m/s
Hence it will come to rest on hitting the target therefore it's final velocity will be 0 m/s.
We will apply the equation of motion which is

And then we will apply v = u+at
0 = 240 m/s - 96/17 t
-240 m/s = - 96 / 17 t

Hence t = 42.5 seconds
Hope this helps you and if possible then please mark it as the brainiest answer.
Initial velocity = 240 m/s
Hence it will come to rest on hitting the target therefore it's final velocity will be 0 m/s.
We will apply the equation of motion which is
And then we will apply v = u+at
0 = 240 m/s - 96/17 t
-240 m/s = - 96 / 17 t
Hence t = 42.5 seconds
Hope this helps you and if possible then please mark it as the brainiest answer.
riyakv95gmailcom:
thanks thanks thanks
Similar questions