Mass of a car: mmm
Angle: θ\thetaθ
a‾\overline aa - ?
Solution:
F‾=mg‾\overline{F}=m\overline gF=mg , n‾\overline nn
F‾+n‾=ma‾\overline F+\overline n=m\overline aF+n=ma
x:Fx+nx=mgsinθ+0=maxx: F_x+n_x=mg\sin \theta +0=ma_xx:Fx+nx=mgsinθ+0=max
y:Fy+ny=0y:F_y+n_y=0y:Fy+ny=0
mgsinθ=max,0=aymg\sin\theta=ma_x, \quad 0=a_ymgsinθ=max,0=ay
ax=gsinθ=aa_x=g\sin\theta=aax=gsinθ=a
Answer: a=gsinθa=g\sin\thetaa=gsinθ .
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