The tube is sealed onto a tank as presented. The tank has a base area of 90.0cm². a) Find the force on the bottom of the tank due to oil when the tank and capillary are filled with oil (p = 0.72g/cm³ ) to the height h1. b) Repeat for h2.
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- . Suppose you have a coffee mug with a circular cross section and vertical sides (uniform radius). What is its inside radius if it holds 375 g of coffee when filled to a depth of 7.55 cm? Assume coffee has the same density as water of 1000 kg/m³. Think & Prepare 1. What is the shape of the coffee mug? How would you calculate the volume of the coffee mug? r= 0.1256 cm ! No, that's not the correct answer.Determine the relative and absolute pressures at the bottom of a container open to the atmosphere;a.) If it is full of water.b.) If it is full of gasoline. (density = 700 kg / m3) The depth of the liquid in the container is h = 4.0 m. atmospheric pressure is 750 Torr3
- Three glass vessels of different shapes contain water up to the rim. The height of each vessel is the same. Which is correct? A. cannot be determined, not enough information. B. Pressure at the bottom of all vessels is the same. C. Pressure at the bottom of vessel 1 is the highest. D. Pressure at the bottom of vessel 2 is the highest. E. Pressure at the bottom of vessel 3 is the highest.Please don't provide handwrittin solution....h₁ The figure above shows a horizontal tube with a constriction and two open, vertical columns. The inner radius of the larger section of the horizontal tube is 1.4 cm. Water passes through the tube at a rate of 0.18 L/s. If h₁ = 10 cm and h₂ = 5 cm, what is the inner radius at the constriction? Ignore the viscosity of water. (Note: This is the most difficult problem assigned in the course. This is only for the most ambitious students. To solve this you will need to use various concepts of continuity, Bernoulli's law, and hydrostatic pressure. Check that your answer makes conceptual sense.) Rconstriction = cm
- A)What is the depth of the fluid? B)Find the pressure at the bottom of the container after an addition 2.55 x 10^-3m^3 of this fluid is added to the container. Assume that no fluid spills out.A narrow tube is sealed onto a tank as shown in the figure. The base has an area of 90 cm2. a. Find the force on the bottom of the tank due to oil when the tank and capillary are filled with oil (p=0.72 g/cm3) to the height h1. b. Find the force on the bottom of the tank and capillary are filled with water to the height h2.A plastic sphere floats in water with 54% of its volume submerged. This same sphere floats in glycerin with 62% of its volume submerged. Determine the density of the sphere (kg/m3). Numerical Answer only
- Given a cylindrical container with a small 0.2 cm diameter hole a distance of 2 cm from the bottom, devise a method for determining the velocity of the water that would flow out of the hole? You only have rulers and a stopwatch. Describe your method here. SbiectTime left 1:3944 The figure below shows a fluid inside a cubical container of side 1 m. If the pressures inside and outside the container is as shown in the figure, what is the net force on one wall of the container of tion Pout 1 atm Pins 5 atm %3D a) 3.039 x 105 (N) b) 4. 052 x 105 (N) c) 5.065 x 105 (N) d) 6.078 x 105 (N) O 1. C O 2. b O 3. a O 4. d5. You are designing a diving bell to withstand the pressure of seawater at a depth of 250 m. a. What is the gauge pressure at that depth? b. What is the net force due to the water outside and the air inside the bell on a circular glass window 30.0 cm in diameter if there is 1.00 atm of pressure inside the bell.