Newton's 2nd Law: Find Forces w/ Constant Speed, 38°

In summary, Renee is pulling a 21-kg suitcase at a constant speed of 0.47 m/s while applying a 120 N force at an angle of 38° above the horizontal. To find the normal force and total resistance force, a free body diagram should be drawn and a force balance should be written in the horizontal and vertical directions. Since there is no acceleration, the forces are balanced and the suitcase experiences no net force. Vector components should be considered when analyzing the forces.
  • #1
c2015cg
2
0
Renee is on Spring Break and pulling her 21-kg suitcase through the airport at a constant speed of 0.47
m/s. She pulls on the strap with 120 N of force at an angle of 38° above the horizontal.

What is the normal force and the total resistance force (friction and air resistance) experienced by the suitcase?

I do not understand how to find the forces since it is constant speed and not acceleration. I also don't know how the angle is relative to this question.
 
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  • #2
c2015cg said:
Renee is on Spring Break and pulling her 21-kg suitcase through the airport at a constant speed of 0.47
m/s. She pulls on the strap with 120 N of force at an angle of 38° above the horizontal.

What is the normal force and the total resistance force (friction and air resistance) experienced by the suitcase?

I do not understand how to find the forces since it is constant speed and not acceleration. I also don't know how the angle is relative to this question.
Have you tried drawing a free body diagram? Using a free body diagram is a very important part of correctly solving physics problems. From the free body diagram, what are the forces acting on the suitcase? Write a force balance in the horizontal and vertical directions. Why do you feel that, unless there is acceleration, you cannot write a force balance?

Chet
 
  • #3
What Chet said.

Newtons second law (mentioned in the title of your post) normally relates to situations where the forces are unbalanced (eg situations involving acceleration). In this case the problem statement talks about constant speed so no acceleration. What do you know about forces when there is no acceleration?
 
  • #4
Two words for you: vector components.
 
  • #5
3 words: Free Body Diagram
 
  • #6
Four words: draw the damn diagram !
 

1. What is Newton's 2nd Law?

Newton's 2nd Law states that the acceleration of an object is directly proportional to the net force acting on the object and inversely proportional to its mass. In other words, the greater the force applied to an object, the greater its acceleration will be, and the more mass an object has, the less acceleration it will experience.

2. How do you calculate the net force using Newton's 2nd Law?

The formula for Newton's 2nd Law is F=ma, where F is the net force, m is the mass of the object, and a is the acceleration. This means that to find the net force, you need to multiply the mass of the object by its acceleration.

3. What is meant by "constant speed" in Newton's 2nd Law?

Constant speed means that the object is not changing its speed or velocity. In other words, the object is moving at a steady rate without any changes in its motion over time.

4. What does the 38° represent in the context of this equation?

The 38° represents the angle at which the force is being applied to the object. This angle is important because it affects the direction of the force and, therefore, the resulting acceleration of the object.

5. Can Newton's 2nd Law be applied to any situation?

Yes, Newton's 2nd Law can be applied to any situation in which there is a force acting on an object. This law is one of the fundamental principles of physics and is used to understand and predict the motion of objects in a wide range of scenarios.

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