Water flows into a tank and out through another pipe, as shown in the figure below. The water in the tank has a surface area, Asurf = 5 m². At the bottom of the tank there is a door inclined at an angle 0 = 40 degrees with respect to the horizontal. The door has a length L =0.8 m and a width w=0.9 m (out of the page). The flowrate into the tank is Qi(t) = 0.24 m³/s and the flowrate out is Qo(t) = 0.01 m 3 lc

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Solve for the center of gravity of the following flat, thin, homogeneous, composite objects in the figure.

Set up and evaluate the integral that gives the volume of the solid formed by revolving the region about thexaxis. Step 1 From the figure consider the representative rectangle. The radius of the solid of revolution obtained by revolving the rectangle about the xacis is R(X) -y9- To find the volume of a solid of revolution with the-Select mathod, use the horizontal axis of revolution. Select disk shel Volume-VE

Hi, I think you forgot to divide the answer by 2 as indicated in your initial formula. Moreover, I tried solving the problem using the formula I attached as image here and I got a positive value of the answer you came up with. What answer would be the right one? Also, please explain the cause and effects of having that certain value of theoretical pressure drop in the problem. Thank you so much!

5. A container weighs 3 lbf when empty, 53 lbf when filled with water and 66 lbf when filled with glycerin. Find the specific gravity of the glycerin.

If the mass density of a fluid is 1600 kg/m3, what is the specific gravity? (UP TO THREE DECIMAL PLACES)

A manometer with two tubes are connected to the roof of a car. The first tube points to the front of the car while the other points to the rear. The manometer is filled with a fluid of 0.64 SG. If the height difference is 2.7 inches what is the car's speed? Round your answer to 2 decimal places and in miles per hour.

You are being asked to determine the heights in tubes B and C (relative to z=0) given the following information: The specific weight of Air is Pair = 11.9N/m3 The specific weight of glycerine is Paiye = 12355N/m3 The specific weight of gasoline is Pgas = 6677N/m3 The gauge pressure at A is Pa = 1.6kPa The height of the tank of air is a = 1.7m The height of the tank of gasoline is y = 1.6m The height of the tank of glyercin is k = 0.95m A в с xm Air y m Gasoline k m Glycerin z = 0 As a HINT, you do not need to know the specific elevations of the tubes B and C entering their respective fluids, but you do need to account for this. Input the height the fluid rises in B to 2 decimal places here: (in metres) Input the height the fluid rises in C to 2 decimal places here: (in metres)

prob 1, write legibly