Get Physics Homework Help: Moments Problem Solved Easily | F1 & F2

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The discussion revolves around solving a moments problem involving forces F1 and F2 on a plank, likened to a diving board. The original poster seeks assistance in calculating these forces but initially provides insufficient detail and an illegible attachment. Participants emphasize the importance of describing the problem clearly and showing prior attempts to solve it. After clarifying the setup, it is confirmed that F1 acts downward as a reaction force, while the weight of the plank creates a clockwise moment. The conversation concludes with guidance on calculating F2 by considering moments about the supports.
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Homework Statement




mappy.jpg


in this attachment is a moments problem could someone please help me solve it

the question is
a) using moments find F1
b)using any method find F2

thank you
 
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Since your attachment is not yet visible, there is little WE can do as yet, given your minimal descriptions of your problems.

You, however, can alleviate that by describing the problem in sufficient detail.

Furthermore, we have a policy that we don't do your homework for you.
That means you need to say what you have done so far, and identify those part issues you are struggling with.

Until you have shown your own work, you won't get any help.
 
zoom in

it is visible you just have to zoom in

it shows my attempt but i don't think it is right

any help i would be grateful
 
FYI: Attachments need to be approved by a moderator before anyone can see them. Be patient! :smile: (It should be viewable now.)
 
ok I'm verry sorry I'm new so i didn't know they haveto be approved
 
I'm sorry, your attachment is illegible, at least on my screen.
 
do you know why?
 
arildno said:
I'm sorry, your attachment is illegible, at least on my screen.
Zoom in on it. (Just click it to enlarge it.)

FYI: Your attachment is not self-explanatory. Decribe the problem exactly as given and how you attempted to solve it. Use the diagram as supporting material.
 
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i haveto find F1 and i think the best way is to use F2 as the pivot so you automaticaly eliminate F2, then taking clockwise and anticlockwise moments, but that is where i got confused and am not totally sure how to do that part.
 
  • #10
Describe the problem a bit more. I don't know how to interpret the diagram yet. Is there some kind of plank? I assume that three forces act on the object: F1, F2, & W? Is the object in equilbrium? Do any other forces act?
 
  • #11
Where is this thing attached? Is one end free? Or are both attached?

Is W indicative of the centre of mass, or some mass particle just placed there in addition to the beam(?).

This is too vague and unspecific to make sense of..
 
  • #12
its basically like a diving board a long plank and then on the left side there's 2 supports which are 0.8m apart and there is an extra 0.1m on the left side of the first one, W is the weight of the plank and is in the centre of the plank
 
  • #13
Okay, picture understood!

So, the diving board is ATTACHED to the point where F1 is, agreed?

In that case, ask yourself:
In which direction should F1 act?
 
  • #14
I don't see anything wrong with your solution except the direction of F1. Which way must it point?

(Edit: Too many cooks in this kitchen. You are in good hands with arildno! :wink:)
 
  • #15
i don't understand what is acting clockwise and what is acting anticlockwise
 
  • #16
i think F1 is the reaction force but wouldnt' that be the same as the force of F1 acting downwards according to Newton's 3rd law
 
  • #17
Don't bother about the clockiness of the moments for now, focus on the direction of FORCES.
 
  • #18
Do you agree that F1, the force acting upon the diving board from the support must be downwards in direction?
 
  • #19
yes, ok it's downwards maybe that was my mistake
 
  • #20
do you think my solution is correct then
 
  • #21
Barring arithmetical mistakes I haven't bothered to check, yes.

Now, note that the weight will create a clockwise moment about S(upport) 2, whereas F1 will make a counterclockwise one.
 
  • #22
Now, knowing that F2 works downwards, what must F2 equal?

Alternatively, compute the moments about Support 1 in order to find F2.
 
  • #23
thanks alot

sorry didn't reply earlier went to church, thanks a lot for your help
 
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