(1 point) A beam has the following cross-section: I Click on the image to enlarge where...
A beam has the following cross-section: Click on the image to enlarge where b = 6 inches, h = 9 inches, and t = 0.5 inches. Determine the moment of inertia. I = in4.
A beam has the following cross-section: Click on the image to enlarge where b = 40mm, h = 45mm, and t = 7mm. Determine the moment of inertia. I = in4.
(1 point) A beam has the following cross-section: Click on the image to enlarge where b = 55mm, h = 60mm, and t = 6mm. Determine the moment of inertia,
1 point) A simply supported steel beam shown below Click on the image to enlarge is 62 inches long is designed to carry a load of 600 pounds in the center. It has a solid box cross-section as shown Click on the image to enlarge where b = 2 inches and h = 6 inches. Steel has the following material properties Modulus of Elasticity = 30106 psi and Density = 490 Ibm/ft3 Determine the moment of inertia, deflection, volume, and...
(1 point) A simply supported steel beam shown below Click on the image to enlarge is 64 inches long is designed to carry a load of 500 pounds in the center. It has a solid box cross-section as shown b Click on the image to enlarge where b = 2.25 inches and h = 6 inches. Steel has the following material properties: Modulus of Elasticity = 30x10 psi and Density = 490 lbmlft. Determine the moment of inertia, deflection, volume,...
1 point) A simply supported basswood beam shown below Click on the image to enlarge is 70 inches long is designed to carry a load of 600 pounds in the center. It has a solid box cross-section as shown Click on the image to enlarge where b 2.75 inches and h 4 inches. Basswood has the following material properties: Modulus of Elasticity = 1.46x 106 psi and Density 28 Ibnlft3. Determine the moment of inertia, deflection, volume, and weight of...
(1 point) A simply supported basswood beam shown below . Click on the image to enlarge is 102 inches long and carries a load of 450 pounds. It has an I cross-section as shown Click on the image to enlarge where b = 5 inches, h = 5 inches, and t = 1.5 inches. Basswood has the following material properties: Modulus of Elasticity = 10x10ºpsi and Density = 165 lbm/ft3. Find the deflection. Deflection = inches.
(1 point) A simply supported basswood beam shown below . Click on the image to enlarge is 102 inches long and carries a load of 450 pounds. It has an I cross-section as shown Click on the image to enlarge where b = 5 inches, h = 5 inches, and t = 1.5 inches. Basswood has the following material properties: Modulus of Elasticity = 10x10ºpsi and Density = 165 lbm/ft3. Find the deflection. Deflection = inches.
(1 point) A simply supported basswood beam shown below Click on the image to enlarge is 3 feet long and carries a load of 400 pounds. It has an H cross-section as shown Hi Click on the image to enlarge where b 4 inches, h 0.25 inches, and H 4 inches. The deflection of the beam shall not exceed 0.124 inches. Basswood's Modulus of Elasticity is 1.46x10 psi. Find the value of t in inches. t= inches.
A beam is loaded by a shear force V. The beam cross-section is shown below. The moment of inertia of the cross-section is 347.1 in4. The centroid of the cross-section is 6.25 inches from the base. Determine: a) the shear stress at point A. b) the shear stress at point B. c) the maximum shear stress in the cross-section. V = 50 (kips) The maximum shear stress at point A is _____(ksi) The maximum shear stress at point B is...