The shape of a pretzel is given by two parametric equations: x=(3.3-0.4t2)sin (t) y=(2.5-0.3t2) cos(t) Where -4

The cross section of a beam made to carry vertical transverse loads is shown. If the neutral axis passes through point R, which element does NOT experience any transverse shear stress? H 60 mm 20 mm R 55 mm 40 mm E 30 80 30 mm mm mm Select one: O a. Element H O b. Element A O c. Element R O d. Element V

8. A rigid bar AB is supported by three rods. A load P = 350 kN is applied to the bar. The modulus of elasticity of copper is 110 x 10^6 kN/m^2 and modulus of elasticity of steel is 200 x 10^6 kN/m^2. Steel rod A = 900 sq. mm Steel rod A = 900 sq. mm 2 m Copper A = 1200 sq. mm 2 m %3D A B 1 m -1m Determine the deformation in the rods (in mm). * Your answer

Three plates are welded together to form the curved beam shown. For the given loading, determine the distance e between the neutral axis and the centroid of the cross section. Take l = 4.6 in.    The distance e between the neutral axis and the centroid of the cross section is in.

8. A rigid bar AB is supported by three rods. A load P = 350 kN is applied to the bar. The %3D modulus of elasticity of copper is 110 x 10^6 kN/m^2 and modulus of elasticity of steel is 200 x 10^6 kN/m^2. Steel rod A = 900 sq. mm Steel rod A = 900 sq. mm 2 m |Copper A = 1200 sq. mm 2 m A B 1 m - 1 m Determine the deformation in the rods (in mm). * Your answer Вack Next Clear form Never submit passwords through Google Forms. This form was created inside of Saint Louis University, Inc..

Find the derivative of the equation 2x-xy-3x+2y=0

•213. The rigid bar AB, attached to two vertical rods as shown in the figure, is horizontal before the load is applied. If the load P=50KN, determine is vertical movement. ALUMINUM L=4m A=500mm? STEEL L=3m A=300mm2 E=200GPA E=70GPa 2m 3m

The cross section of a beam made to carry vertical transverse loads is shown. Which element does NOT experience any transverse shear stress? b h/2 R E Y h/2 b b Select one: O a. Element Y O b. Element E O c. Element V O d. Element R

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If you wanted to find the y-centroid of the shape below using the volume element shown, you would need to express the length Lin terms of y. O True O False