Questions from our Physics Periodical Exam

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Homework Help Overview

The discussion revolves around a series of physics problems related to motion, friction, and projectile dynamics. The original poster presents multiple questions involving calculations of displacement, frictional forces, and projectile drop distances, indicating a struggle with applying known formulas to these specific scenarios.

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  • Mixed

Approaches and Questions Raised

  • Participants explore various aspects of the problems, including mass calculations, normal forces, and frictional forces. There are attempts to clarify terms like "retardation" and to derive relationships between initial and final velocities, displacement, and acceleration. Some participants express uncertainty about their methods and seek validation or correction.

Discussion Status

There is ongoing engagement with the problems, with some participants providing partial answers and others questioning the methods used. While some guidance has been offered, particularly regarding the first question, there is no clear consensus on the approaches to the subsequent questions. Participants are encouraged to share their reasoning and attempts for further clarification.

Contextual Notes

The original poster mentions a lack of familiarity with the problem types and expresses a desire for help, indicating that they are working within the constraints of a homework assignment. There is also mention of a teacher reviewing notes, which may limit access to resources during the discussion.

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First Question:

A 0.45 N block is given on initial velocity of 5.3 m/s along a horizontal surface. If the coefficient of friction between the block and the surface is 0.25, how far will the block move before coming to rest? How long will it take the block to stop?

Second Question:

A hospital attendant exerts a horizontal force of 60.0 N on a gurney with a patient on it and accelerates at 0.400m/s[tex]^{2}[/tex]. The patient is 65.0 kg and the gurney is 30.0 kg. What is the magnitude of the frictional force opposing the motion?

Third Question:

A military plane wants to drop supplies to some survivors on a rocky ridge. The plane flying horizontally at an altitude of 235 m with a speed of 72.5 m/s. How far in advance must the relief goods be released so that they arrive precisely at the survivors' location?

Fourth Question:

The coefficient of sliding friction between a metal block and the inclined plane surface over which it will slide is 0.200. If the surface makes an angle of 20.0 degrees with the horizontal and the block has a mass of 80.0 kg, what force is required to slide the block at constant speed up the plane?
I know the formulas but I do not know how to use them properly. I mean I know how to derive from this to this but in this cases, these are problems I'm not familiar with so I don't know how to do. In usual cases, after my coach or teacher has solved them, I would just realized that I know how to do it and I know that type of solution but I just don't know that it's the one we're looking for or it's just that kind of solution I need.

I hope you could help me. :) Thanks!
 
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First Question:
Answer the following questions.
i) What is the mass of the block?
ii) What is the normal reaction of the force?
iii) What is the frictional force?
iv) What is retardation of the block?
v) What is the initial velocity of the block?
vi) What is the final velocity of the block?
vii) What is the relation between the initial velocity, final velocity, displacement and acceleration?
And finally
viii) What is the relation between the initial velocity, final velocity, acceleration and time?
 
i) 0.460 kg
ii)
iii)
iv) I think I don't know what retardation of the block means. Sorry if I sound silly.
v) 5.3 m/s
vi) 0
vii) 3rd law [tex]V_{f}[/tex]=[tex]\sqrt{V_{i}^{2}+2ad}[/tex]
viii) We can get acceleration from [tex]a=\frac{V_{f}-V_{i}}{t}[/tex]
 
Last edited:
Guys anyone? Please.
 
ii) What is the normal reaction of the force?
fn = mg =0.45 N
iii) What is the frictional force?
fr = μ*fn
iv) What is retardation of the block?
Retardation means negative acceleration = fr/m.
 
Now I've answered the First Question:

Displacement = 5.7 m and Time = 2.2 s

Thanks rl.bhat for helping! :)

Onto the next questions. :) Help! :D

Edit:

I tried solving the Second Question:

I came up with two answers that I'm not sure with.

first try: 22.0 N

What I did was I get the mass of the hospital attendant by [tex]\frac{60.0 N}{0.400 m/s^{2}}=150 kg[/tex] then I subtracted the mass total mass of the gurney and patient which is 95.0 kg from the mass of the hospital attendant which is 150 kg so, [tex]150 kg - 95 kg = 55 kg.[/tex] Then I multiplied 55 kg to the acceleration. [tex]55.0 kg \times 0.400 m/s^{2} = 22.0 N[/tex]

second try: 98.0 N

Instead of subtracting the masses, I added them. [tex]150 kg + 95 kg = 245 kg.[/tex] Then I multiplied 245 kg to the acceleration. [tex]245.0 kg \times 0.400 m/s^{2} = 98.0 N[/tex]

If what I did was silly, please tell me, I understand. :) Just please also correct me. :D Thanks!
 
Last edited:
22 N is the correct answer. But the method is wrong.
F(net) = F(applied) - F(friction)
95*(0.400) = 60N - Fr.
 
Why is the [tex]F_{w}[/tex] (Weight) of the gurney and patient is the Net Force?

Could you help me with the 3rd and 4th? :) Thanks. :D
 
Net force is m*a, not Fw(weight)
Show your attempt to 3rd and 4th problems. At least wright down the relevant equations.
 
  • #10
I know that net force is not the force weight. But why did you use the mass of the gurney and patient as the net force?I'll try the 4th later. But with the 3rd one, I'm really having a hard time at projectile. My notebook is not here with me. My teacher is checking it.
 

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