Question: Using the PYTHON 3 script (a) the Euler's method A flat-bottomed cylindrical tank with a diameter of 1.5 m contains a liquid of density p

Using the PYTHON 3 script (a) the Euler's method

Using the PYTHON 3 script (a) the Euler's method A flat-bottomed cylindrical

A flat-bottomed cylindrical tank with a diameter of 1.5 m contains a liquid of density p at a height of 3 m. You want to know the height of the liquid inside the tank, based on the time after the outlet valve is fully open, the equation that describes this process is: dc -0.0026653/292 dt K 1.5m Solve the differential equation using Euler's method with g = 9.81 m/s2. Determine the height at which you will be at the tank level after T = 50 s taking a step size h = 0.1. Suppose the tank was initially filled to a height of 3 m

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