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The density of freshwater can be computed as a function of temperature with the following cubic equation:

$=5\mathrm{.}5289{10}^{-8}{T}_C^3-8\mathrm{.}5016{10}^{-6}{T}_C^2+6\mathrm{.}5622{10}^{-5}{T}_C+0\mathrm{.}99987$

where $=$density$(\frac{g}{c}{m}^3)$ and $T_C=$ temperature $(C).$

Use MATLAB to generate a vector of temperatures ranging from $32F$ to $93\mathrm{.}2F$ using increments of $3\mathrm{.}6F.$ Convert this vector to de Celsius and then compute a vector of densities based on the cubic formula. Recall that $T_C=\frac{5}{9}(T_F-32).$ Identify the appropriate con among the following.