Recent content by nirlalush
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Newton's laws — Two stacked blocks sliding on a frictionless floor
i'm sorry but it's hard to understand that, thanks for the help. i didn't understand that sentence . you mean "you are not accelerating" but i do feel that forces are exert upon me then of course i feel that i accelerate ? no? but in inertia frame i have acceleration up and the body slides on...- nirlalush
- Post #17
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
can you tell me if there is another way? because i never solved problems with that technique and i don't understand why to add a force in the opposite way if the eleveator accelerates upward. edit: you say that if I am in an elevator and it starts to accelerate then by Newton first law my body...- nirlalush
- Post #15
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
i stuggle with the question of the inclined plane in accelerating elevator. he told me what i would do if the angle was 0 . i saw in some threads that you need to put another F equals to ma even though the object doesn't feel that F force but i don't understand that.- nirlalush
- Post #13
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
ΣFy=ma N-mg=ma n=m(g+a) that is the equation when the plane is with angle =0. between the block and the plance the is not friction.- nirlalush
- Post #11
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
thanks a lot man, i think i get the idea of this problems. can you give me direction on how to put the x and y-axis on the second problem with the elevator ?- nirlalush
- Post #9
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
\begin{aligned}\sum F_{my}=0\\ N-my=0\\ N=mg\\ f_{s}=\mu_{s} N=\mu _{s}mg\end{aligned} that on the upper block m. so in the x Axis of M \begin{aligned}\sum F_{Mx}=Ma\\ F _{min}-f_{s\max}=M_{a}\\ F_{min}=\mu_{s}mg+M\mu_{s}g\\ F_{min}=\mu_{s}g\left(m+M\right) \end{aligned} is it correct?- nirlalush
- Post #7
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
hello , thanks for the help. when i wrote "the two blocks wIl move as 1 " and you showed me that the solution i found refutes this claim, i have a question about how it could be that F would be equal to fsmax and that doesn't cause the little case m to change it's state to kinetic friction...- nirlalush
- Post #5
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
hello, thanks for the reply and i hope you understand me , english isn't my native language . i uploaded another pdf with the way i would solve this. and what i understand is , if my solution is right , that my teacher was wrong and i need to ask him that again . Edit: hi, i uploaded another...- nirlalush
- Post #3
- Forum: Introductory Physics Homework Help
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Newton's laws — Two stacked blocks sliding on a frictionless floor
hello , I am adding pdf with the questions and what i tried to do to solve them. in the first question my teacher just taught us that if there is a frictionless floor and i push the upper block (m) with force F toward me then if the static friction will be toward me too. so the lower block M is...- nirlalush
- Thread
- Blocks Frictionless Laws Newton's laws Sliding
- Replies: 17
- Forum: Introductory Physics Homework Help