A 25.0 kg door is 0.925 m wide. A customer pushes it perpendicular to its face with a 19.2 N force, and creates an angular acceleration of 1.84 rad/s2. At what distance from the axis was the force applied?
τ=Iϵ→F⋅x=13ma2⋅ϵ→\tau=I\epsilon\to F\cdot x=\frac{1}{3}ma^2\cdot\epsilon \toτ=Iϵ→F⋅x=31ma2⋅ϵ→
x=13Fma2⋅ϵ=13⋅19.2⋅25⋅0.9252⋅1.84=0.627 (m)x=\frac{1}{3F}ma^2\cdot\epsilon=\frac{1}{3\cdot 19.2}\cdot25\cdot0.925^2\cdot1.84=0.627\ (m)x=3F1ma2⋅ϵ=3⋅19.21⋅25⋅0.9252⋅1.84=0.627 (m) . Answer
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