Consider two particles A and B moving with constant acceleration on a plane. At time t=0, particle A is at the origin (x=0,y%=D0) and is moving with initial velocity VA = (30 m/s)î + (40 m/s)j. At time t=0, particle B is at the point (x=20 m, y=0) and is moving with initial velocity Vg = (50 m/s)j. Both particles have the same acceleration đ = %3D (-10 m/s²)j 14. What is the magnitude of the average velocity of the particle A during the time interval from t=0 to t=2 s?
Consider two particles A and B moving with constant acceleration on a plane. At time t=0, particle A is at the origin (x=0,y%=D0) and is moving with initial velocity VA = (30 m/s)î + (40 m/s)j. At time t=0, particle B is at the point (x=20 m, y=0) and is moving with initial velocity Vg = (50 m/s)j. Both particles have the same acceleration đ = %3D (-10 m/s²)j 14. What is the magnitude of the average velocity of the particle A during the time interval from t=0 to t=2 s?
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Transcribed Image Text:15. SECOND PART OF THE QUESTION-14: What is the distance between two 6 puan
particles at time t=1 s?
20 m
30 m
10 m
10v2 m
O 20v2 m
Transcribed Image Text:Consider two particles A and B moving with constant acceleration on a
plane. At time t=0, particle A is at the origin (x=0,y%=D0) and is moving with
initial velocity VA = (30 m/s)î + (40 m/s)j. At time t=0, particle B is at the
point (x=20 m, y=0) and is moving with initial velocity Vg = (50 m/s)j.
Both particles have the same acceleration å = (-10 m/s²)ĵ
14. What is the magnitude of the average velocity of the particle A
during the time interval from t=0 to t=2 s?
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