A > X Wo = w L = L Slope(x) * El = L Determine the equation for the slope in the beam. Hint: first determine the equation for the internal resultant moment in terms of x, set the moment equation equal to El*d²v/dx², then integrate both sides of the equation to get slope. x + constant₁ B +constant₁ Wo Given: Wo = 5 kN-m L = 3m Find the variables a, b, c and d for the slope equation in the form ax4+ bx³ + cx² + dx + contant1 (Note: terms may be zero) Slope (x) * El = Number x++ Number Number x³ + Number x² +
A > X Wo = w L = L Slope(x) * El = L Determine the equation for the slope in the beam. Hint: first determine the equation for the internal resultant moment in terms of x, set the moment equation equal to El*d²v/dx², then integrate both sides of the equation to get slope. x + constant₁ B +constant₁ Wo Given: Wo = 5 kN-m L = 3m Find the variables a, b, c and d for the slope equation in the form ax4+ bx³ + cx² + dx + contant1 (Note: terms may be zero) Slope (x) * El = Number x++ Number Number x³ + Number x² +
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question

Transcribed Image Text:A
X
Wo = W
L = L
Slope(x)*El =
L
Determine the equation for the slope in the beam. Hint: first determine the equation for the
internal resultant moment in terms of x, set the moment equation equal to El*d²v/dx², then
integrate both sides of the equation to get slope.
x + constant₁
B
+constant₁
Wo
Given:
Wo = 5 kN-m
L = 3m
Find the variables a, b, c and d for the slope equation in the form ax4+ bx³ + cx² + dx +
contant1 (Note: terms may be zero)
Slope(x) * El
Number
x4 + Number
Number
x³ + Number
x² +
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