Question: use matlab Close Courses LMS Integration Documentation 30 minutes) P-hpg This equation could be solved for the height: heighth P& dified Figure P4.7 Barometer. Find

 use matlab Close Courses LMS Integration Documentation 30 minutes) P-hpg This use matlab

Close Courses LMS Integration Documentation 30 minutes) P-hpg This equation could be solved for the height: heighth P& dified Figure P4.7 Barometer. Find the height to which the liquid column will rise for pressures from 0 to 100 kPa for two different barometers. Assume that the first uses mercury, with a density of 13.56 g/cm (13,560 kg/m) and the second uses water, with a density of 1.0 g/dm (1000 kg/m"). The acceleration due to gravity is 9.81 m/s. Before you start calculating, be sure to check the units in this calculation. The metric measurement of pressure is a pascal (Pa), equal to 1 kg/ms". A kPa is 1000 times as big as a Pa. Your answer should be a two- dimensional matrix. Make your pressure in steps of 25 kPa dified dified Moore Problem 4.7 Script 1 x Problem 4.7 (3rd Edition) pressure-0:103: 106e3; density=[135663 1000e3]; 8-9.81 10 [P,D] -neshgrid(pressure, density) 12 h - P./(6.0)

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