A A 50 kN ✓ 3 1 m 3 m 60 kN 8 m 4 m B

Integrate the expression

Solve what is asked. refer to the figure

For the given cross-section with the z-axis going across the width and the y axis being the vertical axis and w = 125 mm, determine: a. Iz (centroidal) [Iz = 2.182 x 10-4 m4]

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R 1 = 160 mm R 2 = 150 mm R 3 = 40 mm find the area and the centroid

Y Given: X x1 x2 . x1 = 15.35 mm • x2 = 16.74 mm . x3 = 16.10 mm .y1 = 19.32 mm y2 = 20.55 mm y3 = 16.37 mm mie x3 sterren T y3 y2 y1 Find x & y centroid

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Cross-Section A (Channel Cross-Section) The first cross-section is what is often referred to as an open 'channel' cross-section. The dimensions are given as: b = 160 mm ● ● ● d = 220 mm t = 40 mm ● • x b With reference to the origin shown above, what are the coordinates of the centroid for this cross-section: y - X -t- Imax • Imin mm mm d What is the maximum and minimum second moment of area about axes passing through the centroid: mm4 mm 4