I can solve these two problems, but I can't figure out the weight of each object with a radius R. How do I find the weight, or mass of the rectangle and small circle?
I'm including the entire problem only for your reference.
Each of the following planar objects is placed, as shown in Fig.
2.13, between two frictionless circles of radius R. The mass
density per unit area of each object is σ, and the radii to
the points of contact make an angle θ with the horizontal. For each
case, find the horizontal force that must be applied to the circles
to keep them together. For what θ is this force maximum or
minimum?
David Morin Introduction
David Morin Introduction
David Morin Introduction
David Morin Introduction
Each Of The Following
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Introduction to classic
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(a) An isosceles triangle
(b) A rectangle (c) A circle
2.8. Hanging chair
(a) A chain
two give Aside free the chain 6:59PM 7/29/2020
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