Solve the following minimal time problem. min "(1+u(t)²)dt s.t. dx1 dt x1(0) = x2(0) = = x2(t), dx2 dt = u(t) 0, ₁(T) = 0 and u(t)|≤1.

Re-2t | dt 7 4t x(0) = 0; y(0) = 0 alınacaktır. how many independent function can become from x(t)

2. The population of deer after t years in Cedar State Park is modeled by the function P(t) = 1001/( 1 + 90e02"). (a) What was the initial population of deer? (b) When will the number of deer be 600? (c) What is the maximum number of deer possible in the park?

Please provide a step-by-step solution

A company is producing a new product. Due to the nature of the​ product, the time required to produce each unit decreases as workers become more familiar with the production procedure. It is determined that the function for the learning process is T(x)=2+0.3(1/x)​,where T(x) is the​ time, in​ hours, required to produce the xth unit. Find the total time required for a new worker to produce units 1 through 10​; units 20 through 30.