Questions
A particle moves in a straight line with the velocity as shown in figure. At t = 0, x = -16 m.
detailed solution
Correct option is A
Maximum value of position coordinate - Initial coordinate + Area under the graph up to t = 24 s (As up to t = 24 s, the displacement of the particle will be positive (figure).Maximum value of position coordinate =−16+(2×10)+2+62×(18−10)+1×62×(24−18)=−16+[20+32+18]=54mAt time t=18sPosition=−16+ Area of graph up to t=18s =−16+[20+32+18]=54mAt time t=30sPosition=−16+ Area of graph up to t=30s =−16+70−12×6×6=36mTalk to our academic expert!
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The acceleration versus time graph of a particle is shown in figure. The respective v-t graph of the particle is
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