In the inverse quadratic model, the height of plant (i) at age (t) is Gaussian with mean
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In the inverse quadratic model, the height of plant \(i\) at age \(t\) is Gaussian with mean \(\beta_{s(i)} h(t)\) whose limit as \(t ightarrow \infty\) is \(\beta_{s(i)}\). What is the variance of the ultimate height of plant \(i\) ?
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