F6-19. Determine the moment of inertia of the cross- sectional area of the channel with respect to the y axis. 50 mm 50 mm 300 mm 50 mm -200 mm Prob. F6-19
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- The 450N plate is attached to collars which may slide on the vertical rod. If the coefficient of static friction is 04 between both collars and the rod determine the maximum supporting force available from friction when F = 0 and when F = 200N; a = 2.75m , b = 4.5m , c = 2m Show solution, the answer is 618.75B. In Fig. below; rod AB rotates about an axis through A and s connected t0 block ) by a flexible and inextensible cable. Determine the linear velocity of block 1) when 0 = ' (3/4), and the angular velocity of AB is 2.5 ad/ sec counterclockwise. Fig2B B 15m,V=38 h1=96 h2=12 D1=6 D2=3 angle = 20 degree
- Q: The ball was thrown with a speed (v, = 35 m/sec) and directed at an angle (8,4 = 30°)with the horizontal. Determine the distance R where the ball hits the slope at B.For the ff. beams:a. Determine the location of the neutral axis from the bottom of the beam.b. Calculate IY.c. Calculate IX using the three approach. (The three approach) • combine the area using bh3/12 • deducting the area using bh3/12 • using bh3/3Calculate the value of the deflection at point B due to concentrated load P in the form Enter the numerator in the answer box below in kNm3 to three decimal places. Assume the positive direction of deflection in the positive direction of v axis.
- d1 (mm)=16 d2 (mm)=22 P (kN)=55 L (mm)=400Q5. Crank OA Rotates With Uniform Angular Velocity 0, = 4 Rad/s Along Counterclockwise. Take OA= = 0.5 M, AB=2r, And BC = V2r. For The Instant, P=45, OA Is Horizontal And AB Is Vertical. Determine The Angular VelocityDetermine the slope at point A and the deflection at point C of the beam shown by the conjugate-beam method. 180 KN -3 m- B 3 m- Hinge C I=2080 x 106 mm² D -3 m————5 m- E E = 200 GPa I= 1040x106 mm² 67.5 kl -3 m- F