1) A HYPOSTATIC structure: a) Is a structure fixed with more than the strictly necessary number of constraints; b) Is a statically determinate structure; c) Can be hyperstatic if the constraints are ill-disposed. II) Given the following system of beams, the vertical displacement component of the cross section in A, via Mohr's Theorem and Corollaries, yields: 38 a) 1 ML 2 EJ 1: b) 11 1 ML2 c) None of the others. III) The nucleus of inertia of a cross section is the region in the plane of the cross section: a) Such that, if the centre of pressure of an axial force N falls inside, then there is not bending; b) Such that, if the centre of pressure of an axial force N falls inside, then the σ, diagram is supposed to be partially in tension and partially in compression; c) That changes in geometry if the cross section is made of a material not resistant to tension stresses.

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1) A HYPOSTATIC structure:
a)
Is a structure fixed with more than the strictly necessary number of constraints;
b) Is a statically determinate structure;
c) Can be hyperstatic if the constraints are ill-disposed.
II) Given the following system of beams, the vertical displacement component of the cross section in A, via
Mohr's Theorem and Corollaries, yields:
38
a)
1 ML
2 EJ
1:
b) 11
1 ML2
c) None of the others.
III) The nucleus of inertia of a cross section is the region in the plane of the cross section:
a) Such that, if the centre of pressure of an axial force N falls inside, then there is not bending;
b) Such that, if the centre of pressure of an axial force N falls inside, then the σ, diagram is supposed to
be partially in tension and partially in compression;
c) That changes in geometry if the cross section is made of a material not resistant to tension stresses.
Transcribed Image Text:1) A HYPOSTATIC structure: a) Is a structure fixed with more than the strictly necessary number of constraints; b) Is a statically determinate structure; c) Can be hyperstatic if the constraints are ill-disposed. II) Given the following system of beams, the vertical displacement component of the cross section in A, via Mohr's Theorem and Corollaries, yields: 38 a) 1 ML 2 EJ 1: b) 11 1 ML2 c) None of the others. III) The nucleus of inertia of a cross section is the region in the plane of the cross section: a) Such that, if the centre of pressure of an axial force N falls inside, then there is not bending; b) Such that, if the centre of pressure of an axial force N falls inside, then the σ, diagram is supposed to be partially in tension and partially in compression; c) That changes in geometry if the cross section is made of a material not resistant to tension stresses.
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