The asymptotic log-magnitude curve for open loop transfer function is sketched below.

Open loop transfer function is

1
\(\rm T(s) = \frac{10 (s + 8)(s + 4)}{s^2 (s + 1.268)}\)
2
\(\rm T(s) = \frac{16 (s + 1.268)(s + 4)}{s^2 (s + 8)}\)
3
\(\rm T(s) = \frac{10 (s + 1.268)(s + 8)}{s^2 (s + 4)}\)
4
\(\rm T(s) = \frac{8 (s + 1.268)(s + 8)}{s^2 (s + 4)}\)

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