Show that a (log -log) plot of the function (c n^{b}) has slope (b) and (x)-intercept (log

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Show that a \(\log -\log\) plot of the function \(c n^{b}\) has slope \(b\) and \(x\)-intercept \(\log c\). What are the slope and \(x\)-intercept for \(4 n^{3}(\log n)^{2}\) ?

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