v (0)=0 0-1 Edu = A X=10 300016 U' (10) = 10 ft x = 0...

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v (0)=0 0-1 Edu = A X=10 300016 U' (10) = 10 ft x = 0 5 lb/ft 3000 lb A prismatic bar of length 10 ft and cross-sectional area of 6 in carries a distributed load of 5 lb/ft and an end load of 3000 lb as shown in the figure above. (a) Apply Galerkin's method using the first two basis functions of the polynomial basis { 0 = x, 02 = x, ..., On = x" } and use your solution to determine Young's modulus (in psi) so that the bar will elongate (i) no more than 2 inches, (ii) no more than 0.5 inches. v (0)=0 0-1 Edu = A X=10 300016 U' (10) = 10 ft x = 0 5 lb/ft 3000 lb A prismatic bar of length 10 ft and cross-sectional area of 6 in carries a distributed load of 5 lb/ft and an end load of 3000 lb as shown in the figure above. (a) Apply Galerkin's method using the first two basis functions of the polynomial basis { 0 = x, 02 = x, ..., On = x" } and use your solution to determine Young's modulus (in psi) so that the bar will elongate (i) no more than 2 inches, (ii) no more than 0.5 inches.