the speed time graph for the motion of a motorcycle is shown here what is the average speed over 12 second interval
Answers
Answer:
Here in this case the average speed of the motor cycle is ,
Vavg=Total distance travelledTotal time taken=(5×2)+(12×4×1)+(4×2)+(12×6×3)+(3×3)12=10+2+8+9+912=3812=3⋅17 m/sVavg=Total distance travelledTotal time taken=5×2+12×4×1+4×2+12×6×3+3×312=10+2+8+9+912=3812=3·17 m/s
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Explanation:
The average speed over 12 sec interval is 3.17 m/s.
The speed - time graph for the motion of a motorcycle is shown in figure.
We have to find the average speed over 12 second interval.
Concept : The average speed is the total distance by total time taken.
For speed - time graph, the total distance is found by finding the area enclosed by the graph.
Here, total distance travelled by motorcycle = area enclosed by graph
= area of rectangle + area of trapezium + area of bigger trapezium
= (2m/s) × (5s) + 1/2 (2m/s + 3m/s) × 4s + 1/2 (3m/s + 9m/s) × 3s
= 10m + 10m + 18m
= 38m
Total time taken = 12s
∴ The average speed over 12 sec interval = 38m/12s = 3.17 m/s.
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