http://taiwan921.lib.ntu.edu.tw/mypdf/exchap02ans.pdf WebEngineering Mechanical Engineering Water has a density of 62.4 lbm/ft3. How much does 2 ft3 of water weigh (a) at sea level and latitude 45°; (b) in Denver, Colorado, where the … 234 810 country code whatsapp WebJul 22, 2024 · The water's weighs = 62.4 pounds/foot³. The tank measurement = 7 ft x 4 ft x 9 inch. First step. We are going to convert the tank's measurement into foot. 1 inch = … WebStandard sizes from stores tend to be dimensions of 22” x 12” x 13.5” for a 10 gallon aquarium for freshwater fish. Saltwater fish tend to need larger tanks so about 36″ x 18″ … 2347 wildwood pl lincoln ne WebDec 28, 2024 · It is filled with water weighing 62.4 lb/ft\(^3\) and is to be emptied by pumping the water to a spigot 3 feet above ground level. Find the total amount of work performed in emptying the tank. Solution. The conical tank is sketched in Figure \(\PageIndex{5}\). We can orient the tank in a variety of ways; we could let \(y=0\) … WebEngineering Mechanical Engineering Water has a density of 62.4 lbm/ft3. How much does 2 ft3 of water weigh (a) at sea level and latitude 45°; (b) in Denver, Colorado, where the altitude is 5,374 ft and g = 32.139 ft/s2? This problem is strictly in English system of measurement only. Water has a density of 62.4 lbm/ft3. 234 812 which country code WebMar 22, 2024 · The volume of an object is the quantity of substance the object contains. The amount of pounds the water fish can take when full is 234 pounds. ... Since one cubic foot of water weighs about 62.4 pounds, the weight of 3.75 cubic units will be: ... 15/4 ft^3*62.4 lbs per ft cubed gives you 234 pounds of water Advertisement

WebMar 22, 2024 · The volume of an object is the quantity of substance the object contains. The amount of pounds the water fish can take when full is 234 pounds. ... Since one … WebSay that the trough is full to within 1 foot of the top with water of weight density 62.4 pounds/ft\(^3\text{,}\) and a pump is used to empty the tank until the water remaining in the tank is 1 foot deep. Hint. Note that slices of water at constant depth are all cylinders and all have the same radius. Also, remember to convert mass to weight ... boulders resort and spa map WebDec 2, 2024 · bowfront = height × width × length + 0.5 × r² × (α - sin (α)) × height, where α is the central angle of the circular segment, in radians, and r is a radius of a circle. You can … WebMar 5, 2024 · ∆F= weight density × volume . ∆F= 62.4×3200. ∆F= 199,680 lb. Then, Let the 0-point on the x-axis be at the bottom of the tank, so the level of the water ranges from x = 0 to x = 16ft. (It would just as well to let 0 be ground level and let x range from x = −26ft to x − 0.) Then a slice of water at level x is raised (26− x)ft. Then ... boulders resort and spa golf course WebIt is filled with water weighing 62.4 lb/ft\(^3\) and is to be emptied by pumping the water to a spigot 3 feet above ground level. Find the total amount of work performed in emptying … WebQuestion: An ornament in the shape of the Star of David is submerged in an aquarium 7 inches below the surface of thewater (weighing 62.4 lbs/ft3). The star is completely … boulder sprint triathlon 2022 WebFind the work done in pumping all the water out of the tank through a spout 6 feet above the top of the tank. 1 How to calculate the work done to move water into a hemispherical …

WebCross sections parallel to the front face are rectangles of varying width and of height 10 feet. The tank is initially empty and water weighing 62.4 lb/ft3 is to be pumped into the tank through a hole at the bottom. Write an integral giving the amount of work required to fill the tank until the water level is 2 feet from the top of the tank. boulders rocks hampi WebAn aquarium has the shape of a rectangular tank of length 6 ft, width 3 ft, and height 3 ft. If the tank is filled with water weighing 62.4 lb/ft3, find the work required to empty the tank … boulders resort and spa arizona