I had a question about a particle with mass [tex]m=3.0kg[/tex] if you take(adsbygoogle = window.adsbygoogle || []).push({});

this mass and push it up against a wall how much force would you have to

apply to keep it from falling if you had [tex]\mu_s = .7[/tex]? where [tex]\eta

[/tex] is the normal force and [tex]P[/tex] is the push force what I did was apply the first and 3rd laws my

equations came out to be

[tex]\eta=mg[/tex] and [tex]f_k=P[/tex] now after I calculate this I know I have to do something next b/c of the 3rd law. Do I draw in vector form the push exherted on the wall and the the push that the wall exherts back and add the (by taking the negative vector and reversing it to make it posative) im a little confused???

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# 1st and 3rd laws

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