Suppose that a thin metal plate of area A and constant
Chapter , Problem 13AAE(choose chapter or problem)
Suppose that a thin metal plate of area A and constant density \(\delta\) occupies a region R in the xy-plane, and let \(M_{y}\) be the plate’s moment about the y-axis. Show that the plate’s moment about the line is \(x = b\) is
a. \(M_{y}-b \delta A\) if the plate lies to the right of the line, and
b. \(b \delta A-M_{y}\) if the plate lies to the left of the line.
Equation Transcription:
My
x = b
My ⎯ bA
bA ⎯ My
Text Transcription:
delta
M_y
x = b
M_y ⎯ b delta A
b delta A ⎯ M_y
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