Coefficient friction of a book resting on a block

AI Thread Summary
To find the coefficient of friction of a book resting on a wooden block, the user needs to conduct a physical experiment by pushing the book until it slips. The horizontal distance measured during this process is 15.3 cm, and the mass of the book is 0.109 kg, which allows for the calculation of the normal force. The equation for the coefficient of friction is given as coefficient = N/F, where N is the normal force and F is the force applied until the book slips. A trigonometric approach may not be suitable for this scenario, as the focus should be on experimental data. Additional information may be required for a complete analysis, but the basic methodology involves measuring forces during the slip.
Sirsh
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Hi. I am just wondering if I was going to attempt to find the coefficient friction of a book resting on a block off wood. How would I go about it?

http://yfrog.com/5gblockofwoodj

The horizontal distance is 15cm and the vertical distance is 6cm. Would i just do trigonometry to find the angle the book makes with the floor then substitute this into the equation tan\phi = \mu?

Thanks! - sirsh
 
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Image link fixed: [PLAIN]http://nikonizer.yfrog.com/Himg196/scaled.php?tn=0&server=196&filename=blockofwood.jpg&xsize=640&ysize=640

Is this an actual homework question, or just general curiousity? (if this is homework, have you told us all the information you were given? Doesn't look like it to me)

Either way, I think you need more information. I presume you want to know the coefficient of static friction, rather than kinetic. AFAIK a trig approach wouldn't work, I would have thought a physical experiment would need to be conducted.
 
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It's homework, i forgot to add that i have to push the book from the base until the book slipped and when i did the horizontal distance was 15.3cm nd the equation is coefficeint = N/F
 
I still don't know how to help here, sorry. You're either missing some information still, or I seriously need to revise my Newtonian mechanics :p

If you knew the mass of the book you could calculate the normal force, which would be a good start.
 
i measured the mass of the book to be 0.109kg :)
 
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