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Problem: Find the optimal control u*(t) of the plant
x.1(t) = x2(t); x1(0) = 3, x1(2) = 0
x.2(t) = -2x1(t) + 5u(t); x2(0) =5, x2(2) = 0
which minimize the performance index
J = 1/2 0∫2[x12(t) + u2(t)]dt.
break-even analysis a look at profit and loss as an entrepreneur there are going to be many decisions that you need to
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The format for the final answer should be similar to this one: if the problem is tan^(-1) * (2i). answer: (n + 1/2)*pi + (i/2) * ln(3) , (n =0, +-1, +-2,...)
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