How Much Force Is Needed to Lift a 2N Block Upwards by 2 Meters?

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In summary, the answer to the question of what force is required to move a 2N block up by 2m depends on whether the block is stationary or already moving. If it is stationary, the minimum force needed is 4N, while if it is already moving, 2N is enough to maintain its velocity and 4N would accelerate it upwards. However, as the weight is only accurate to one significant figure, the required force should also be given to one significant figure, making 2N the most appropriate answer. In a multiple choice setting, 2N would be the best option as 4N could be a 'trap' answer.
  • #1
XavierYue
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1. A block weighs 2N. What is the force required to move the block up by 2m?
a) 0N
b) 1N
c) 2N
d) 4N



Wanna hear from experienced teachers and personnel on this question.
 
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  • #2


XavierYue said:
1. A block weighs 2N. What is the force required to move the block up by 2m?
a) 0N
b) 1N
c) 2N
d) 4N



Wanna hear from experienced teachers and personnel on this question.
You first need to give us your thoughts on what and why your answer might be.
 
  • #3


I would think that the answer is 4N. As F must be greater than the weight before a resultant force can cause a movement in the desired direction. As to 2N, it only overcome the weight which implies that it is in equilibrium, hence no movement will be made.

Anyone has a different opinion or correction to make?
 
  • #4


How about 2.0000000000000000000000000000001 N...would that be enough to move it? If so, should there be a choice
e) none if the above ?
Why or why not?
 
  • #5
If force must be greater than the weight to lift an object up, then 2.00000000000000000000000000000001 N will be possible.

As this is a multiple choice question, there is a correct ans. The choice none of the above would be redundant i guess.
 
  • #6
It depends whether it's already moving. If it happens to be moving upwards already - ever so slightly - 2N will be adequate.
 
  • #7
Supposed that the object is stationary on the floor. In order to lift it up, does it necessary mean that the force to lift the object upwards must be greater than the object's weight?
 
  • #8
Yes.

The question is badly worded.

If it's stationary at the start then the "required" force must be slightly greater than 2N otherwise it can't accelerate and will retain it's initial velocity of zero. That means 4N is the only valid answer.

If it's already moving upwards then only 2N is "required" to maintain the initial velocity, 4N would accelerate it upwards.

If it's moving fast enough at the start even 0N or 1N might be sufficient to reach 2m, although it will be decelerating as it goes up.

I would answer 2N and complain the question is badly worded because it doesn't state if the object is stationary or already moving.
 
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  • #9
Since the weight is accurate to just one significant figure, then so must be the accuracy of the force required to lift it. Let us suppose the question was worded not as a multiple choice question, but rather,
What minimum force is required to lift a 2N block from rest up a distance of 2m?
If you answer '2.01 N , or 2.0001 N, or 2.0000000001 N', all your answers would be incorrect.

Now let us suppose that the problem is worded again as a multiple choice question, as such:
A block at rest weighs 2N. What is the force required to move the block up by 2m?
a) 0N
b) 1N
c) 2N
d) 4N

Now I know what my answer would be; how would you answer?
 
  • #10
PhanthomJay said:
Since the weight is accurate to just one significant figure, then so must be the accuracy of the force required to lift it. Let us suppose the question was worded not as a multiple choice question, but rather,

If you answer '2.01 N , or 2.0001 N, or 2.0000000001 N', all your answers would be incorrect.

Now let us suppose that the problem is worded again as a multiple choice question, as such:


Now I know what my answer would be; how would you answer?
You're overlooking the real objective in an examination, which is to figure out the answer the examiner wants. 4N is clearly the 'trap' answer, being arrived at by multiplying the weight by the distance (and ignoring units). So this cannot be the required answer, leaving 2N as the only candidate.
 
  • #11
...leaving 2N as the only candidate.
Indeed.
 

FAQ: How Much Force Is Needed to Lift a 2N Block Upwards by 2 Meters?

How is the force required to lift an object calculated?

The force required to lift an object is calculated by multiplying the mass of the object by the acceleration due to gravity. The formula is F = m x g, where F is the force in newtons, m is the mass in kilograms, and g is the acceleration due to gravity, which is approximately 9.8 m/s² on Earth.

Does the weight of the object affect the force required to lift it?

Yes, the weight of the object does affect the force required to lift it. The weight of an object is the force of gravity acting on it, and it is directly proportional to the mass of the object. This means that the heavier an object is, the more force is required to lift it.

How does the angle of lift affect the force required?

The angle of lift does not affect the force required to lift an object, as long as the object is being lifted straight up and down. However, if the object is being lifted at an angle, the force required will be greater, as more of the force will be used to counteract the force of gravity pulling the object down at an angle.

What is the difference between lifting an object and moving an object?

Lifting an object requires the force to be applied in an upward direction to counteract the force of gravity pulling the object down. Moving an object, on the other hand, requires the force to be applied in the direction of motion to overcome the object's inertia. The force required to move an object may be less than the force required to lift it, depending on the object's weight and the surface it is being moved on.

Is the force required to lift an object the same on all planets?

No, the force required to lift an object will vary on different planets due to differences in their gravitational acceleration. For example, on Mars, where the acceleration due to gravity is lower than on Earth, the force required to lift an object would be less. On the other hand, on a planet with a higher acceleration due to gravity, like Jupiter, the force required to lift an object would be greater.

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