Chapter 9, Problem 5P

Determine the largest weight of the oil drum that the floor crane can support without overturning. The floor crane has a weight of 343 lb, with its center of gravity located at G. 2.5 ft 2.5 ft 10 ft. 30° 4 ft 3 ft 1.5ft C

Determine the largest weight of the oil drum that the floor crane can support without overturning. The floor crane has a weight of 343 lb, with its center of gravity located at G. 2.5 ft 2.5 ft 10 ft 30° 4 ft 3 ft 1.5ft 2 ft ft

The 80-kg crate has its center of gravity at G. Determine the smallest force P that will initiate motion if =35.

The cylindrical container will have maximum stability against tipping when its centroid is located at its lowest possible position. Determine the depth h of the cylindrical portion that must be removed to achieve this.

The automobile, with center of gravity at G, is parked on an 18 slope with its brakes off. Determine the height h of the smallest curb that will prevent the automobile from rolling down the plane.

Solve Prob. 8.43 assuming that the area is revolved about the y-axis.

The homogeneous bar AB weighs 25 lb. Determine the magnitudes of the forces acting on the bar at A and B. Neglect friction.

The car rests on four scales and in this position the scale readings of both the front and rear tires are shown by FA and FB. When the rear wheels are elevated to a height of 3 ft above the front scales, the new readings of the front wheels are also recorded. Use this data to compute the location x̄ and y̅ to the center of gravity G of the car. The tires each have a diameter of 1.98 ft.

Locate the centroid of the given area under the two curves y Y₂=(2x)¹/2 2 cm Y₁=X³/4 2 cm - X