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ProblemsClear skill: Combined Stress Build a practice set

ProblemCourse & topicStatus

MOM:9904201A prismatic aluminum cantilever is fixed at A and free at B, with AB = 3.20 m.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904202Beam ABCD has simple supports at B and C, a left overhang AB = 1.20 m, a central span BC = 5.00 m, and a right…

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904203A prismatic timber beam AB of length 6.00 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904204A prismatic steel beam AB of length 7.50 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904205Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904206Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904207Beam ABC is simply supported at A and B, with AB = 4.00 m and an overhang BC = 1.50 m.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904208A prismatic steel beam AB of length 6.40 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904209Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904210A prismatic beam AB of length 8.00 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904211Beam ABC has simple supports at A and B, with AB = 4.50 m and overhang BC = 1.80 m.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904212A prismatic beam AB of length 6.00 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904213A prismatic beam AB of length 5.40 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904214Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904215A prismatic beam AB of length 6.00 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904216Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904217A prismatic aluminum cantilever AB is fixed at A and free at B, with AB = 2.20 m.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904218A prismatic beam AB of length 4.20 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904219A prismatic steel member is bent in the plane into an L-shape: a horizontal segment AB of length 2.40 m is fixed…

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904220Beam ABC is simply supported at A and B, with AB = 5.00 m and overhang BC = 2.00 m.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904221A prismatic beam AB of length 6.80 m is simply supported at A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904222Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904223Mathematical problem title

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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MOM:9904224A prismatic beam AB of length 6.00 m is fixed against rotation and deflection at both A and B.

Combined StressMechanics OF Materials Problem Solving

Stress transformation and combined loadingMechanics of Materials · Calculation

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A prismatic steel cantilever AB is fixed at A and free at B, with L = 2.80 m, E = 200 GPa, and I = 36.0 ×

10^6

mm^4

.

A prismatic beam AB of length 5.00 m is simply supported at A and B, with E = 200 GPa and I = 72.0 ×

10^6

mm^4

.

A prismatic cantilever AB is fixed at A and free at B, with AB = 3.60 m, E = 70.0 GPa, and I = 40.0 ×

10^6

mm^4

.

A prismatic cantilever AB is fixed at A and free at B, with AB = 3.00 m, E = 200 GPa, and I = 32.0 ×

10^6

mm^4

.

A prismatic steel cantilever AB is fixed at A and free at B, with AB = 2.50 m, E = 200 GPa, and I = 28.0 ×

10^6

mm^4

.

A prismatic cantilever AB is fixed at A and free at B, with AB = 3.40 m, E = 70.0 GPa, and I = 52.0 ×

10^6

mm^4

.

A prismatic steel beam AB of length 4.50 m is fixed at A and simply supported (propped) at B, so that

v_A

=

v'_A

…