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Strength of Materials

Strength of Materials
A framed structure is perfect if it contains members equal to (where n = number of joints in a frame)

2n-l
n-l
n-2
2n-3

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Strength of Materials
A body of weight W on inclined plane of a being pulled up by a horizontal force P will be on the point of motion up the plane when P is equal to

Wtan(a + <|))
W sin (a + $)
W
Wan(a-)

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Strength of Materials
The possible loading in various members of framed structures are

All of the listed here
shear or tension
compression or tension
buckling or shear

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Strength of Materials
If n = number of members andy = number of joints, then for a perfect frame, n =

j-2
2/-3
(d)3/-2
(b)2j-l

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Strength of Materials
The centre of percussion of a solid cylinder of radius r resting on a horizontal plane will be

3r/2
r/A
r/2
2r/3

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Strength of Materials
The necessary condition for forces to be in equilibrium is that these should be

All be equal
Coplanar
Meet at one point
Coplanar & Meet at one point

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