study the velocity time graph and calculate a) the acceleration from B to C b) th distance velocity from C to D c) the average velocity from C to D d)the acceleration fromA to B e) the distance covered in region BCFE
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Hello ,
here is your answer ,
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●(a) Acceleration from B to C

● (b) Distance velocity from C to D

● (c) Average velocity from C to D

●(d) Acceleration from A to B

●(e) The distance covered in region BCFE

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Hope it helps u !!!
# Nikky
here is your answer ,
_____________________
●(a) Acceleration from B to C
● (b) Distance velocity from C to D
● (c) Average velocity from C to D
●(d) Acceleration from A to B
●(e) The distance covered in region BCFE
_______________________
Hope it helps u !!!
# Nikky
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