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- Hi. Please help me with this fluids question. 1.) A pressure loss of 100 kPa of oil at 70°C is equal to what head in inches?Part 1 (activity 1 picture) For the next activities, we will examine what happens when two blocks are placed in a fluid. We will use two blocks, block A (made of wood with density 0.40 kg/L), block B (also made of wood with density 0.40 kg/L) and block C (brick with density 2.0 kg/L). Each block will have a mass 4.4 kg (weight of each block = 44) N. In this activity, the fluid will be set to water with density 1 kg/L. The original volume of the fluid is 100 L. As show in Figure A. We start by placing Blocks A and C in the water with the brick placed on top of the wooden block.(See Figure B) The brick will float on top of the wooden block. In this situation (Figure B), the new volume of the fluid is 108.8 L.(1a) What is the buoyant force acting on the two block system in this case? The system is still in equilibrium and the sum of the forces must be equal to zero.Fbuoyant = _____ N(1b)What is the volume of fluid that is displaced when the blocks are placed in the water and the brick is…A ball of mass m is slowly and carefully placed inside a container full of water as shown below. Would there be a change in the fluid pressure as experienced by the fish swimming at the bottom of the container? Explain you answer.
- Please i need the fastest answers. What is the pressure (in Pascal ) on a submarine window located 442 m below the surface. The density of sea water is 1025 kg/m^ ^ 3 . Use atmospheric pressure as 1.013*10^ ^ 5 Pa A woman with a mass m = 76Kg is wearing high heels . Each shoe has a surface area of 38.2 cm^ ^ 2 . How much pressure is exerted on the ground by the high heels ?Can you do a free-body diagram of this problem? A scuba diver and her gear displace a volume of 65.0 L and have a total mass of 68.0 kg. (a) What is the buoyant force on the diver in seawater? (b) Will the diver sink or float?Please answer parts B, C and D! A beachball has a diameter of 24 cm and weighs about 6N. A-What is the volume of the beachball? Then, use this number to calculate the beachball’s average density in kg m-3. B-What is the volume of water displaced by the beachball if it is in the pool? C- Now, using a rope, you tie the beachball to the bottom of the pool so only half of the ball is submerged. What would the diagram look like? D- What is the buoyant force of the tethered beachball? What is the tension on the rope?
- The Buoyant Force. (a) When ice floats in water at 00C, what percent of its volume is submerged? (b) What is the specific gravity of ice?The density of two liquids (A and B) is given as 1000 kg/m3 and 600 kg/m3, respectively. The two liquids are mixed in a certain proportion and the density of the resulting liquid is 850 kg/m3. How much of liquid B (in grams) does 1 kg of the mixture contain? Assume the volume of the two liquids is additive when mixed. There is an answer provided on the website but I don't understand the part of 1 = 1000(Va) + 600[(1/850) - Va] I'd love a more thorough explanation on how to put that into my calculatorA bird moving in air or a fish moving in water experiences a force opposite to its direction of motion. Do you expect any change in the magnitude of this force? (a) If additional external pressure is applied to fluid and its pressure is increased to P0-0.10°Pa. (b) If the fluid is external pressure is reduced to P0-0.10°Pa. Clearly mention your assumptions (if there is any) and justify your answer for each case.
- A ball of mass 400 g and volume of 100 cm3 is released from rest just under the surface of a lake of fresh water. a. Find the buoyant force acting on the ball. b. Find the acceleration of the ball right after it has been released.Solve for Part A and Part B A solid, square pinewood raft measures 4.0 m on a side and is 0.30 m thick.(a) Determine whether the raft floats in water, and(b) if so, how much of the raft is beneath the surface? Remember: Conversion factor(density of pinewood = 550 kg/m3, density of water = 1000 kg/m3)PLEASE ANSWER THIS WITH FBD PLEASE. THANK YOU. A water hose is used to fill a rectangular tank of width H and height twice its width. The hose jets out water 45 degrees from the horizontal the same level as the bottom of the tank. If the distance of the hose to the tank is 6 times its width, compute the maximum initial velocity so that the water will still enter the tank. Express your answers in terms of H.
