169 results in Engineering Statics - search across all projects.
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Exam (10 questions)
End of chapter exercises for Engineering Statics: Open and Interactive
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Exam (9 questions)
End of chapter exercises for Engineering Statics: Open and Interactive
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Exam (11 questions)
End of chapter exercises for Engineering Statics: Open and Interactive
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Question
Concept check on sign convention for shear and bending moment diagrams
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Shear and bending moment diagram for a beam loaded with an arbitrary parabolic distributed load described with a loading function. Integrate to find reactions and equations for shear and bending moment.
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QuestionShear and bending moment diagram for a beam loaded with a parabolic distributed load described with a loading function.
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QuestionShear and Bending Moment diagram for a cantilevered beam loaded with concentrated forces and moments.
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QuestionShear and bending moment diagram for a beam loaded with concentrated force and a uniformly distributed force.
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QuestionDraw Shear and Bending Moment Diagram for a beam with two uniformly distributed loads.
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QuestionShear and Bending Moment diagram for a beam with several concentrated loads
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Shear and Bending Moment diagram for a beam with several concentrated loads. Student can't see V & M diagrams a hints.
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QuestionDraw Shear and Bending Moment Diagram for a beam with two uniformly distributed loads.
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QuestionShear and Bending Moment diagram for a cantilevered beam loaded with concentrated forces and moments.
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QuestionShear and bending moment diagram for a beam loaded with concentrated force and a uniformly distributed force.
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Student estimates, then calculates exactly and symbolically the value of $k$ for a parabola $y = k x^2$ which passes through a given point.
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Student is given two points defined symbolically, and must find the equation of the line they define, then use integration to find an equation for the area under the line, bounded by the x-axis and vertical lines through the two points.
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Derive the expressions for the shear and bending moment as functions of $x$ for a cantilever beam with a uniformly varying (triangular) load.
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QuestionIdentify errors in student-drawn free body diagrams of a rigid body.
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Given the moment of inertia of an area about an arbitrary axis, find the centroidal moment of inertia and the moment of inertia about a second axis.