As torque is given as , T= F*d (*applied force is p[erpendicular)
F= force applied to open th door
d= distance
As the distance is small near the hinges, torque exterted is also small. so torque is small.
if the force applied is not perpendicular, T= F*d* sin
For the given distance, d is constant, and to obtain same torque, angle should be larger.
Why is the answer E and not A? 19. When opening a door, you push with...
How much torque do you exert if you push perpendicularly on a door with a force of 40 N at a distance of 70 cm from its hinges?
help Opening a Door Due this Friday, Oct 5 at 11:59 pm (EDT) When opening a door, you push on it perpendicularly with a force of 62.6 N at a distance of 0.968m from the hinges. What torque are you exerting relative to the hinges? (Does t matter if you push at the same height as the hinges?) Submit Answer Tries 0/10 This discussion is closed Send Feedback
The figure below shows a person opening a door against a spring that provides -200 N m of torque in the clockwise direction. If the distance () between the hinge of the door and the point at which you push on the door with your hand at an angle of 62° (a) is 0.24 m, find the amount of force (F) needed to open the door. hinge 3. spring door
When you push a door closer to the hinges, why does it open more slowly? because you are closer to the center Now choose from one of the following options Why? a) It opens slowly, because the lever arm is shorter so the torque is large b) It opens slowly because the lever am is longer so the torque is large. c It opens slowly, because the lever asi is shorter so the torque is less. Comes from 9.2 The...
Two bankrobbers are standing side by side, trying to push open the door of a safe which is 1.2 m wide. Each crook pushes with a force of 300 N, one at the center of the door, the other at the handle (far edge from the hinges). The total torque they exert is (A) 180 N-m (B) 270 N-m (C) 360 N-m (D) 540 N-m (E) 600 N-m
Exploration 2.2 For this Exploration, find a door at home. First apply a force perpendicular to a line through the pivot point (the door hinge) and the point of application. In other words, apply a force perpendicular to the door. Depending on the mass of the door, the force applied may not need to be very large. Just make sure you use the same force for all portions of this exercise. Then apply the force at an angle. Is the...
#4 For problem 3-5, consider a top-down view of a door, as shown below: -D 3.Where on the door (and in which direction) would you apply a force to exert the greatest torque? (The forces are shown in the sketch.) D) D A) A B)B ー.which of the forces result in the least amount of torque? ADA B) B C)cD E) Both A and D A s The torque from force C (end) is ded the torque from force B...
You are pushing against a door while your body is slanted. The door is made of smooth ice and has zero friction. The floor though, is made of rough sandpaper and has coefficients of friction μs and μk, both of which are non-zero. Model yourself as a uniform one-dimensional rod of mass M and length L. Your body makes angle θ relative to the ground. You know: M, L, θ, μs, μk, g (also remember that there is no friction...
Consider two boxes of masses, m and 2m, both initially at rest. You push each box separately with a force, F, over a distance, d, across a frictionless surface. How does the final speed of the smaller box compare to the final speed of the larger box? a. The speed of the smaller box is half that of the larger box b. The speed of the smaller box is 4 times that of the larger box c. The speed of the...
You are pushing against a door while your body is slanted. The door is made of smooth ice and has zero friction. The floor though, is made of rough sandpaper and has coefficients of friction μs and μk, both of which are non-zero. Model yourself as a uniform one-dimensional rod of mass M and length L. Your body makes angle θ relative to the ground. You know: M, L, θ, μs, μk, g (also remember that there is no friction...