A trough of length 6 ft has for its vertical cross section an isosceles trapezoid. The upper and lower bases are 6 ft and 2 ft respectively and the altitude is 2 ft. If the trough is full of water, find the force on the slant side of the trough.
A plate in the shape of a triangle is submerged vertically and the base which is 3 ft long is in the surface of the water. Find the altitude of the triangle if the force due to the water pressure against the face of the plate is 50w where w is the weight per cu. ft. of water.
A rectangular plate 12 ft long and 8 ft wide is submerged vertically with the longer edge in the surface of the water. Find the force on one side of the plate.
X=5t^2 - 2t. Find the velocity at t=3s
tX=5
a particle is moving under the influence of an attractive Force mu/y³ towards the axis x. show that if it be projected from the point (0,k) with the component velocities u and v parallel to n axes of x and y,it will not strike the axis of x unless u>v²k² and that in this case the distance of the point of impact from the origin is uk²/√(u-vk)
Two blocks, each of mass m, Are connected by an extentionless, uniform string of lengh l. One block is placed on a smooth horizontal surface, and the other block hangs over the side. The string passing over the frictionless pulley. Describe the motion of the system
a) When the mass of the string is negligible
b) when the string has a mass m.
Please assist.
After the collision, the 200 kg dodgem continues to move in the same direction at a speed of 1 m/s.
Calculate the speed v with which the 180 kg (second) dodgem moves to the right after the collision.
Show whether the van was breaking the 30 mph speed limit (equivalent to 13 m/s
Find the velocity of the 400 g vehicle after the collision.
The 1 kg trolley moves off separately.
Calculate the velocity of the 1kg trolley after the collision.
forward at 10m/s ?
The boy in question 1 now throws his ball horizontally out of a high window with a velocity of 3.1 m s-1. How long will it take to reach the ground 18m below?