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PHYS 1441 Spring 2019 Assignment (Part 2) Problem C42-07 The crate shown in (Figure 1) lies on a plane tited at an angle 6-23
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Answer #1

the weight of the crate is acting vertically downwards and the value will be,

W mg

the normal reaction of the box with the plane will be

N = mgcos(\theta) = mgcos(23)

so the frictional force will be,

f = \mu N

f = 0.19 × m.q.cos(23)

A)

the acceleration component along the plane will be

acceleration- gsinθ-g.su ( )

but the opposing frictional force will reduce this to

a = g.sin(23) - 0.19\times g.cos(23)

a = g(sin(23) - 0.19cos(23))

a =0.2158 g

\mathbf{a =2.117 m/s^2}

B)

using eqn of motion, v^2 = u^2 +2as ,

and u = 0 initially

and s = 8.25m

we have

v^2 = 2\times 2.117\times 8.25

v = \sqrt{34.9305}

\mathbf{v = 5.91m/s}

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