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Grade 11Mechanics

A block with mass m is supported by cord C from the ceiling, and a similar cord D is attached to the bottom of the block (Fig. 3-21). Explain this: If you give a sudden jerk to D, it will break, but if you pull on D steadily, C will break.
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

Profile image of Simran Bhatia
11 Years agoGrade 11
Answers icon

2 Answers

Profile image of Aditi Chauhan
11 Years ago
As you sudden jerk to D, the time of impact of force acting on the block is less. So the tension exerted on the block due to the down ward external force exerted by the cord D will be less. Thus, in this case less energy will transfer to the chord C. Therefore if you give a sudden jerk to D, it will break. But if you pull on D steadily, the time of impact of force acting on the block is more. So the tension exerted on the block due to the down ward external force exerted by the cord D will be more. Thus more energy will be transfer to the cord C. Therefore if you pull on D steadily, C will break.
Profile image of harshay dharade
5 Years ago
if u sudden jerk to D --C will break as it as load of loaded body + given force , and C cord has only given force thats why. 
 
if u stedy jerk to D in this case also C cord break 1st and then also chance of breaking of cord D.