Which of the following principles did you use to solve this problem? a. The internal shear in a bending member is the integral of the external loading and the internal moment is the integral of the shear. V- Sw-dx and M- Sv-dx b. The slope of a deflected shape is equal to the integral of the curvature and deflection is the integral of the slope. EI-0= SM-dx and El-A = S0-dx c. The curvature of a Bernoulli beam is proportional to the internal moment and inversely proportional to the flexural stiffness. p= M/EI d. External work is collected and stored as internal strain energy. Ue- UI In 2-3 sentences, explain your selection.
Which of the following principles did you use to solve this problem? a. The internal shear in a bending member is the integral of the external loading and the internal moment is the integral of the shear. V- Sw-dx and M- Sv-dx b. The slope of a deflected shape is equal to the integral of the curvature and deflection is the integral of the slope. EI-0= SM-dx and El-A = S0-dx c. The curvature of a Bernoulli beam is proportional to the internal moment and inversely proportional to the flexural stiffness. p= M/EI d. External work is collected and stored as internal strain energy. Ue- UI In 2-3 sentences, explain your selection.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:Which of the following principles did you use to solve this problem?
a. The internal shear in a bending member is the integral of the external loading and the internal moment is the integral of
the shear. V- Sw-dx and M- SV-dx
b. The slope of a deflected shape is equal to the integral of the curvature and deflection is the integral of the slope. El-0=
SM-dx and El-A = f0-dx
c. The curvature of a Bernoulli beam is proportional to the internal moment and inversely proportional to the flexural
stiffness. p= M/EI
d. External work is collected and stored as internal strain energy. Ue = Ui
In 2-3 sentences, explain your selection.

Transcribed Image Text:A photograph, analytical models and internal force diagrams are shown for a segmental balanced cantilever bridge
during construction.
Identify the deflected shape which corresponds to the shear and moment diagram.
V
i.)
M
ii.)
iv.)
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