Using Three-Moment Equation, determine the Reactions and defiection at point B. E-29,000 ksi and l-3,000 int. 75 k 2 k/ft F15 n+15 n-+ 30 - 31 E= constant

Q2: 1.2 D.L x l.6 L.L Mu A: Find the maximum value of (p) that can be applied to the beam shown. Use f. =21.7 MPa and fy = 350 MPa (WD.L is included the self-weight of beam). %3D b hy P Wu =7 kN/m D.L 2028 A 500 mm 4028 250 mm -7.5 m-

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The figure shows a two - dimensional jet divid ed by a wedge O Assume the velocity at Icle 2. De rermine the Force exer ted by the jet. 8 = 9,81 KN/" = 9.81 horizontal Az=0 13ch V= 3 m/s -> of 20cm P=185.3 Ku/mて 2 V, = ?? V2 = ?? F-x direction =?? -クク F- Y direction = 13k-

Q1: The angular velocity of a line is given by w= 6t2 – 10t where w in rad/sec and t is in seconds. The line is turning clockwise when t=2 sec, determine: (a) The angular acceleration when t=2sec; (b) The total angle turned through the interval from t=0 to t=3sec. Note: Assume 0=0 when t=0.

A.) CREATE A SHEAR DIAGRAM BY AREA MOMENT AND BY PARTS B.) CREATE A M/EI DIAGRAM BY AREA MOMENT AND BY PARTS ITEM 1.0 1.5 k/ft 30 k A В C 6 ft +4 ft- El = constant E = 1,500 ksi 1 = 20,000 in.+

1. Determine the angle θ that the cord forms with pole BC in degrees. 2. Calculate the tension in the cord in N.

Q7

75 k 2 k/ft D B 5 ft 30 ft 31 E = constant