A reservoir of glycerin (glyc) has a mass of 1200 kg and a volume of 0.952 m³. Find the glycerin's weight (W), mass density (p), specific weight (y).
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- A reservoir of glycerin has a mass of 1,200kg and a volume of 0.952 m3. Find it’s(a)Weight, W (b) Unit Weight, γ (c) mass density,ρ and (d)specific gravity(s)Determine the mass density, specific weight, and specific volume of CO2 contained in a vessel at a pressure of 800 kN/m2 and temperature 25°C.A column with an internal diameter of 50 cm and a height of 2 m is packed with spherical particles 3 mm in diameter so as to form a packed bed with ω= 0.45. Estimate the power required to pump a Newtonian liquid (μ = 70 × 10−3 kg/m·s; ρ = 1200 kg/m3) through the packed bed at a mass flow rate of 1.2 kg/s.
- Calculate the pH and alkalinity (in mol/L) of a water that contains 120.0 mg/L of bicarbonate ion and 15.00 mg/L of carbonate ion.A tank contains Carbon tetrachloride which has a mass of 636 g and a total volume of 0.0011 m^3. Determine its unit weight (in kN/m^3).For the tank shown in the figure, h1=3m and h3=4m. Determine the value of h2.
- A circular cylinder 400 mm in diameter and 750 mm long has 600 mm of its length submerged in kerosene (S.G. = 0.823). What is the specific weight of the cylinder? a. 1.86 KN/m° C.) 0.608 kN/m3 b. 6.45 kN/m3 d.) 0.805 kN/m3a tank contains 500g of a liquid whose specific gravity is 2. determine the volume of liquid in the tank in m^3.A water tank is the shape of a rectangular prism having a length of 2 m, breadth of 0.75 m, and height of 0.50 m. Determine the capacity of the tank in cubic meters (m3).
- Oil with a specific weight of 8.64 kN/m3 flows from A to B through the special fabricated system shown in figure 6.31. Calculate the volume flow rate of oila "U" shaped tube contains mercury. Calculate the height (in cm) of water that must be poured into a branch of the tube for the mercury to rise 15mm from its initial level. Mercury density 13.6 g / cm ^ 3The cylinder in the figure is to be placed in fresh water. The top potion of the cylinder is foam with specific weight of 0.785 kN/m3. What is the needed specific weight of the cylinder which is attached to the foam for it to be neutrally buoyant and on an upright position when submerged in the said liquid?