Determine the resultant force that both of these liquids exert on the side abc of the tank9/21/2023 ![]() ![]() ![]() Also, determine the location of the resultant measured from the top of the tank. Resultant force = (6615 N/m^2 + 14700 N/m^2) * 1. Determine the re- sultant force that these liquids exert on the side walls, assuming they are 1.25 m wide. Resultant force = Pressure_oil * b + Pressure_water * b ![]() Now, we can find the resultant force by summing up the pressures: Substituting the given values into the formulas, we get: From the figure, we can see that the depth of oil is 0.75 m and the depth of water is 1.5 m. We need to find the depths of oil and water. Where P_oil and P_water are the densities of oil and water respectively, g is the acceleration due to gravity, and h_oil and h_water are the depths of oil and water respectively. Determine the resultant force that both of these liquids exert on the side ABC of the tank if the side has a width of b 1.25 m. The pressure exerted by a liquid is given by the formula: To determine the resultant force that both liquids exert on the side ABC of the tank, we need to calculate the pressure exerted by each liquid and then sum them up. ![]()
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