he given velocity-time graph depicts the motion of an object moving in a straight line. If total distance covered by object is 120 m, then the time duration for which the object has undergone retardation is
Divya406:
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Because area bounded by (v-t) graph is
displacement of the body –
Let total time = t
Area = (15 x 4) + ½ (t-4) (15)
60+15/2 (t-4) = 120
15/2 (t-4) = 120 – 60
(t – 4) = 60/15 X 2
(t-4) = 8
T = 12 seconds
Time for retardation = 12 – 4 seconds = 8 seconds
Let total time = t
Area = (15 x 4) + ½ (t-4) (15)
60+15/2 (t-4) = 120
15/2 (t-4) = 120 – 60
(t – 4) = 60/15 X 2
(t-4) = 8
T = 12 seconds
Time for retardation = 12 – 4 seconds = 8 seconds
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