How Do Physics Principles Determine the Outcome in Log and Elevator Scenarios?

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The discussion revolves around two physics problems involving a log on water and an elevator. The first problem asks for the horizontal distance between a bridge and a log when a stone is dropped from a height of 75 meters, with the log moving at a constant speed of 5 meters per second. The second problem involves calculating the work done by the tension in a cable lifting a 1200-kilogram elevator over 35 meters and the work done against the elevator's weight. Key concepts highlighted include the calculation of weight as mass times gravitational acceleration and the definition of work as force multiplied by distance. Proper posting of homework problems in designated sections is also emphasized.
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hi guys.. can i ask you about this problem?
A log is floating on swiftly moving water. A stone is dropped from rest from a 75meter high bridge and lands on the log as it passes under the bridge. If the log moves with a constant speed of 5 meters per second, what is the horizontal distance between the log and the bridge when the stone is released?
 
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A cable lifts a 1200kilogram elevator at a constant velocity for a distance of 35 meters. What is the work done by:
a.) the tension in the cable
b.)the elevators weight?
 
eureka360 said:
hi guys.. can i ask you about this problem?
A log is floating on swiftly moving water. A stone is dropped from rest from a 75meter high bridge and lands on the log as it passes under the bridge. If the log moves with a constant speed of 5 meters per second, what is the horizontal distance between the log and the bridge when the stone is released?

A cable lifts a 1200kilogram elevator at a constant velocity for a distance of 35 meters. What is the work done by:
a.) the tension in the cable
b.)the elevators weight?

Please post homework problems in the appropriate homework sections, e.g. Introductory Physics.

Weight is nothing more than m*g, where m is mass and g is acceleration due to gravity. Work is the integral of force over distance, or simply product of force * distance, if force is constant over the distance.
 
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