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Suppose x[0] is unknown, and under the known input u[0] = u[1] = 1, the output is measured as y[0] = 1, y[1] = 0,
Suppose x[0] is unknown, and under the known input u[0] = u[1] = 1, the output is measured as y[0] = 1, y[1] = 0, y[2] = 1. What is the best estimate of x[0] (one that results in the smallest squared error compared with the output measurements)
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