Please answer correctly and i'll rate a like asap.
1.) A 72-kg woman holds a 9-kg package as she
stands within an elevator which briefly accelerates upward at a
rate of 0.27g. Determine the force R which the elevator
floor exerts on her feet and the lifting force L which she
exerts on the package during the acceleration interval. If the
elevator support cables suddenly and completely fail, what values
would R and L acquire?
2.) The quarter-circular hollow tube of circular
cross section starts from rest at time t = 0 and rotates
about point O in a horizontal plane with a constant
counterclockwise angular acceleration = 1.4 rad/s2. At
what time t will the 0.69-kg particle P slip
relative to the tube? The coefficient of static friction between
the particle and the tube is μs = 0.89.
NOTE: My first incorrect answer is 2.730524156, then my
second incorrect answer is 3.673821366,
3.) The small cart of mass m is nudged
with negligible velocity from its horizontal position at A
onto the parabolic path, which lies in a vertical plane. Neglect
friction and show that the cart maintains contact with the path for
all values of k. Then calculate the normal force
N under the cart if m = 1.7 kg, k = 3.9
m-1, and x = 2.5 m.
My first incorrect answer is 0.002475903802
1. Since 72 kg woman holds 9 kg package. So, her feet carrying total mass of 72+9=81 kg...
Now, natural acceleration due to gravity 'g' is acting downward & Psueod force of '0.27g' will also be acting downward, so total acceleration will be g+0.27g = 1.27g...
So Reaction on her feet by elevator is
R= 81 x 1.27g =81 x 1.27 x 9.81 = 1009.15 N.
Please answer correctly and i'll rate a like asap. 1.) A 72-kg woman holds a 9-kg...
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