Modeling processes with saturation Abbreviations:
DE Differential Equation
ODE Ordinary...
Mathematics, 15.04.2020 22:57, jewlbug4358
Modeling processes with saturation Abbreviations:
DE Differential Equation
ODE Ordinary Differential Equation IC Initial Condition(s)
IVP Initial Value Problem
A tank with five-gallon capacity is filled at a constant rate of fifteen gallon per minute and
drained at the same rate.
The inflow has salt concentration of twenty grams of salt per gallon.
Once the incoming salt brine is in the tank, the instant mixing assumption is imposed. Initially, there is only pure water in the tank. But as the time passes, the amount of salt in
the tanks changes (we will express this amount in grams).
Set up and solve the ODE IVP in order to answer the questions:
(a) How much salt will we have in the tank after 3 minutes? [A]
(b) In the long run, how much salt do we expect the tank to contain? [B]
(c) How soon will the amount of salt in the tank reach half of its asymptotic value? [C]
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Answers: 1
Mathematics, 21.06.2019 16:30, ikgopoleng8815
11. minitab software was used to find the lsrl for a study between x=age and y=days after arthroscopic shoulder surgery until an athlete could return to their sport. use the output to determine the prediction model and correlation between these two variables. predictor coef se coef t p constant -5.054 4.355 -1.16 0.279 age 0.2715 0.1427 1.9 0.094 r-sq = 31.16%
Answers: 2
Mathematics, 21.06.2019 16:30, melissapulido198
Ineed if you could explain and give me the answer you! this needs done
Answers: 1
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