Work and transformation of energy

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Homework Help Overview

The discussion revolves around the concepts of work and energy transformations in physics, specifically focusing on scenarios involving forces acting on objects, work done against friction, and the calculation of work in various contexts.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants explore calculations of work done in different scenarios, including pushing a box across a rough floor and lifting a person up stairs. Questions arise regarding the energy transformations involved, particularly the conversion of mechanical energy into heat due to friction.

Discussion Status

Some participants provide feedback on the original poster's attempts, noting that they seem to understand the concepts involved. There is an ongoing exploration of how to calculate work in various situations, with some guidance offered regarding the relationship between force, distance, and energy changes.

Contextual Notes

Participants question the assumptions made in the calculations, such as the conditions under which work is done and the relevance of potential energy in the context of lifting objects. There is also mention of missing information regarding some questions posed by the original poster.

pharm89
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Homework Statement


Hi I am taking a grade 11 physics correspondance course and would like to know if iam on the right track. thanks in advance.

1. (a) A force of 280 N is required to push a box 8.2 m across a rough floor. How much work is done?

(b) Explain 1 transformation of energy that occurred in part a.


(e) It is found that 1.50 X 10 ^3 J of work are required to push a box across a floor a horizontal distance of 8.0 m . What average force is being exerted on the box?

Homework Equations


W = F X D



The Attempt at a Solution



(a) W= F X D
=280 N X 8.2 m
=2296 J
=2.2 X 10 ^3

(b) A force is provding energy that will be everntually transformed into heat energy through friciton between the force and the rough floor. The force is acting against the force of friciton.

(c) there is no work being done. This is because conditions for work are quite specfic and in this problem a displacement occurs but the force being exerted does not cause the displacement.

(d) W = F X D cos (theta)
=104 n X 5.0 m X cos 32 degrees
=440.99 J
=441 J

(e) F = W/ D
=150 J / 8.0 m = 18.75 N
Thanks
Pharm 89

 
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Just so you know, there are answers you posted for questions that you didn't provide, so I can't really help you with those. But you seem to know what your doing otherwise. Nice Job!
 
G01 said:
Just so you know, there are answers you posted for questions that you didn't provide, so I can't really help you with those. But you seem to know what your doing otherwise. Nice Job!

whoops question c and d

(c) A 46 kg woman climbs a flight of stairs, 6.2 m high. How much work does she do.

(d) A force of 104 N is applied to a 26 kg mass at an angle of 32 degrees to the horizontal. Calculate the work done when the mass is moved through a horizontal distance of 5.0m .

Thanks
Pharm89
 
pharm89 said:
whoops question c and d

(c) A 46 kg woman climbs a flight of stairs, 6.2 m high. How much work does she do.

(d) A force of 104 N is applied to a 26 kg mass at an angle of 32 degrees to the horizontal. Calculate the work done when the mass is moved through a horizontal distance of 5.0m .

Thanks
Pharm89
For problem (c), what is the change in the person's energy at the top of the stairs, and how would you account for that change?
 
c. To lift an object, even yourself, you must exert an upward force equal to the the object's weight. Here the woman must exert an upward force of 46kg* g= 46*9.81 Newtons for an upward distance of 6.2 m.

PhantomJay is suggesting looking at the change in potential energy but you may not have had that.

The other problems look good.
 
HallsofIvy said:
c. To lift an object, even yourself, you must exert an upward force equal to the the object's weight. Here the woman must exert an upward force of 46kg* g= 46*9.81 Newtons for an upward distance of 6.2 m.

PhantomJay is suggesting looking at the change in potential energy but you may not have had that.

The other problems look good.

Thanks for the help.

therefore the conditions for work are met.
g= 46kg X 9.8 N
=450.8 N
W=450.8 N X 6.2 m
W=2794.96 J = 2795 J
 

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