A particle moves along X direction with constant acceleration.Its velocity after 4s is 18m/s and displacement is 56 m.Find out its initial velocity and acceleration.
Ans is 10m/s,2m/s^2 but method don't know
1
Expert's answer
2018-08-07T15:47:08-0400
a) We can find the initial velocity of the particle from the kinematic equation: d=(v_0+v)/2∙t, here, v_0 is the initial velocity of the particle, v=18 m⁄s is the final velocity of the particle after time t=4 s and d=56 m is the displacement of the particle. Then, we get: v_0=2d/t-v=(2∙56 m)/(4 s)-18 m/s=10 m/s. b) We can find acceleration of the particle from another kinematic equation: v=v_0+at, a=(v-v_0)/t=(18 m/s-10 m/s)/(4 s)=2 m/s^2 .
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