ssed in radians and seconds, respective

A simply supported beam has a length of 4m. The beam is carrying a 500N downward force 1m from the left support and a moment of 100N-m (counterclockwise) 3m from the left support. The product El = 1,000,000, where E is the modulus of elasticity in Pascals and I is the moment of inertia in meters to the fourth power. Analyze the beam using area moment method. 16. Determine the vertical deviation of the right support relative to the tangent drawn at the left support a. 0.9667mm b. 2.9667mm O c. 1.9667mm O d. 3.9667mm

P+P P+P On the beam given in the figure, calculate the rotation at point A and the maximum deflection in the beam by using one of the elastic curve methods. A EI 2EI EI L (L+6L ) L

Calculate the displacement of each aluminum rod (AB and BC) and the horizontal and vertical movements of B. A=400mm² and E= 70 Gla for both rods: (3) B 30° P=20 KN L=3m L=2m N

The 2-1b spool slides along the smooth horizontal spiral rod, = (20) ft, where is in radians, as shown in (Figure 1). At T the instant = 90°, its angular rate of rotation is constant and equals = 4 rad/s. Figure 6= 4 rad/s P < 1 of 1 ▾ Part A Determine the horizontal tangential force P needed to cause the motion. Express your answer in pounds to three significant figures. IVD ΑΣΦΩΤ vec 6 P= Submit Part B N = Submit Request Answer Determine the horizontal normal force component that the spool exerts on the rod. Express your answer in pounds to three significant figures. IVΠΙΑΣΦΩΤ Provide Feedback Request Answer Ċ E ? vec 6 → lb E ? lb

Determine the deflection @C using Moment Area Method. (Your final answer should be in "mm") 10 kN/m 4 kN A C D B 7 т 3 т 4 т E = 200 GPa I = 140 x 106 mm* Note: Express your answer in two decimal places. No need to type the units.

Problem Number 6. A simply supported beam has a length of 4m. The beam is carrying a 500N downward force 1m from the left support and a moment of 100N-m (counterclockwise) 3m from the left support. The product El = 1,000,000, where E is the modulus of elasticity in Pascals and I is the moment of inertia in meters to the fourth power. Analyze the beam using area moment method. 18. Determine the vertical deflection at the point where the 100N-m moment is located O a. 1.142mm O b. 0.742mm O c. 0.542mm O d. 0.342mm W

Determine the magnitude of moment (Nm) of the 346-N force about point A if x = 0.41 m, y = 0.67 m, and 8 = 35.9⁰. Round off only on the final answer expressed in 3 decimals. Instead of units, type either POSITIVE or NEGATIVE to indicate the direction of moment which is consistent with the sign convention discussed on lectures. Sample answers are 12.908 POSITIVE or 12.908 NEGATIVE. у ...

SOLVE AREA METHOD. NOT BY FORMULA METHOD THEN PLOT IT AND GET THE COORDINATE PER 1 SECOND.  a) Determine the acceleration per one second.b) Determine the velocity per one second if the initial velocity is V1 m/s.c) Determine the displacement per one second if the initial displacement is S1 m

BO = 30° 3 m 0 = 45° 2 m D A @AB = 5 rad/s 1. If crank AB is rotating at a constant angular velocity, which body/bodies is/are in general plane motion? Crank AB Crank AB and Rod BD Rod BD Piston D 2. give the closest value of the speed of end B of crank AB? 5.00 rad/s 5.00 m/s 10.00 m/s 15.00 m/s +