hey
see the attachment given
Attachments:

JinKazama1:
6m/s Am I right?
Answers
Answered by
3
Assuming the man is moving with constant speed :
Final Constant speed : 6m/s
Question will be much easier if we go for Relative motion.
u (rel) = 0
a(rel) = 3m/s^2
S(rel) = 6m
Now, using
Newtons law of Equation,

hope, you understand my answer.
Have A wonderful day.
Final Constant speed : 6m/s
Question will be much easier if we go for Relative motion.
u (rel) = 0
a(rel) = 3m/s^2
S(rel) = 6m
Now, using
Newtons law of Equation,
hope, you understand my answer.
Have A wonderful day.
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