The block is floating. Hence, the buoyant force will be equal to the weight of the block. We use this to find the solution as shown below
105.00 L 5.00 kg 0.00 N Fluid Oil Water Weight of 5.00 kg wood block =...
0. 102.50 L 5.00 kg 24.50 N Fluid Water Question-6: Draw and label a diagram of the brick block at rest on the bottom of the pool to show how the forces of weight, apparent weight, and buoyant force act on the block. Calculate the size of the buoyant force. Show your work. What is the volume of the brick block? (Observe; do not calculate!) What is the volume, mass, and weight of the displaced water?
B. Floating, wooden block s 13. Remove the brick block from the water.be 14. Use the scale to determine the weight of the wood block out of water. 49.00 N 15. Note the exact water level reading in the container of water and record the reading below. 100.00L 16. Now, complete submerge the wooden block in the water and hold it there under the water with the mouse. Note the new water level reading in the container of water and...
A 0.47-kg block of wood is floating in water. What is the magnitude of the buoyant force acting on the block?
A 0.1-kg block of wood is floating in water. What is the magnitude of the buoyant force acting on the block?
Oil having a density of 925 kg/m3 floats on water. A rectangular block of wood 5.00 cm high and with a density of 960 kg/m3 floats partly in the oil and partly in the water. The oil completely covers the block. How far below the interface between the two liquids is the bottom of the block? cm
A wooden block with a masss of 0.5 kg is floating freely in water (pwater= 1000 kg/m3). upon observation is found that 10% of the volume of the block is sticking abover the surface of water. 12. while the block is floating, what forces are acting on the block? a. buoyant force only b.gravity and buoyant force c.gravity and normal force d.gravity, buoyant force and normal force e. buoyant force and normal force 13. what is the magnitude of the...
A block is completely submerged in MERCURY (D = 13.6 kg/L). 34 N of MERCURY are displaced by the block. How much buoyant force is exerted on the block? Express your answer using appropriate mks units. PLEASE SHOW WORK.
You will float a wood block in a container filled with water. Derive a formula predicting the percentage of the block submerged. (Hint: This is a problem in fluid statics. The weight of the block must be balanced by the buoyant force). The formula should be expressed as a ratio in terms of the volume of the block, V_block, and the volume of displaced water, V_water. The result should be given in terms of the density of the block, ρ_block,...
#2 1. A block of wood has a mass of 25 kg and a density of 650 kg/m'. You are holding it under water by pushing downward. a) What is the volume of the block of wood? b) What is the buoyant force on it? c) What is the magnitude of the downward force you are exerting to hold the block under water? 2. In the diagram, the hinge is frictionless and the system is in equilibrium. The uniform beam...
1. A 20 kg block displaces 5 L of water. Determine its weight in air and water. 2. A ship weighs 20,000 tons and can displace a maximum of 150,000 tons of water. a Determine its maximum cargo weight. b If the cargo is wood with a density of 0.02 tons/ft determine the volume of wood the ship can carry . A rock has a density of 6.0 g/cm and a mass of 72g. a What is the volume of...