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2. The following data defines the sea-level concentration of dissolved oxygen for fresh water as ...
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2. The following data defines the sea-level concentration of dissolved oxygen for fresh water as a function of temperature: T0 8 16 24 32 14.621 11.843 9.870 8.418 7.305 Write a MATLAB code for Lagrange Interpolation to find 1st degree and 2nd degree polyno- mial approximation to the value of 0(27).
2. The following data defines the sea-level concentration of dissolved oxygen for fresh water as a function of temperature: T0 8 16 24 32 14.621 11.843 9.870...
please help with #1 a and b. thank you
Use the following data for all problems: The data below defines the sea-level concentration of dissolved oxygen for fresh water as a function of temperature: T°C omg/L 0 8 16 14.621 11.843 9.870 24 32 40 8.418 7.305 6.413 a. Approximate o(19) using a 1st order Newton's interpolating polynomial. b. Approximate o(19) using a 2nd order Newton's interpolating polynomial. 2) Use linear algebra to find the coefficients of the 2nd order...
Calculate the equilibrium concentration of dissolved oxygen in 25°C water at sea level (p = 1.00 atm), and again at 4000 m elevation in 5°C water. [Use the exponential p vs. z equation provided in the lectures, not the empirical formula given in the textbook.] P(z)=P(O)exp(-z/H)
The following data were measured in a 40 liter bioreactor by a dissolved oxygen electrode during a cycle in which the air supplied was shut-off and then restarted. (The system automatically restarted the air supply when the DO reached a minimal acceptable value.) The cell concentration at the time the data were collected was 0.96 g/L Time (s Conc. O, (mg/L 6.33 6.33 6.33 5.78 5.22 4.66 4.10 3.55 2.99 2.43 2.54 3.12 3.59 3.95 4.24 4.45 4.59 4.74 4.87...