Reaction$-$rate constants for chemical reactions are modeled as

$k=k_0{e}^{-\frac{Q}{RT}}$

where $k_0$ is the constant with units that depend upon the reaction, $Q$ is activation energy $(k\frac{J}{k}$mol$),R$ is ideal gas constant $(k\frac{J}{k}$mol$)K,T$ is the temperature in $K.$

For a certain chemical reaction, the values of the constants are $Q$ is $1000(\frac{J}{m}ol),k_0$ is $10s^{-1},R$ is $8\mathrm{.}314(\frac{J}{m}ol)K$ for $T$ from $300K$ to $1000K.$ Find the values of $k.$ Using subplot environment, plot $T$ vs $k$ on the top. For the bottom graph, plot $\frac{1}{T}$ vs $k$ in log scale of $y=$ axis.