Q27

Consider the following syntax-directed definition $\text{(SDD)}$.

$$\begin{array}{|l|l|} \hline \text{$S \rightarrow D H T U$} & \text{$ \left\{S.v a l = D.val + H.val + T.val + U.val;\right\}$} \\ \hline D \rightarrow ^{"} \mathrm{M}^{"} D_1 & \left\{D.val =5+D_{1}.val; \right\} \\ \hline D \rightarrow \epsilon & \left\{D.val = -5; \right\} \\ \hline H \rightarrow ^{"}\mathrm{L}^{"} H_1 & \left\{H.val = 5^{*} 10+H_{1}.v a l;\right\} \\ \hline H \rightarrow \epsilon & \left\{H.val = -10; \right\} \\ \hline T \rightarrow \text {"C" } T_1 & \left\{T.v a l=5^{*} 100+T_{1}. val;\right\} \\ \hline T \rightarrow \epsilon & \left\{T . v a l= - 5;\right\} \\ \hline U \rightarrow \text{"K"} & \left\{U . v a l= 5;\right\} \\ \hline \end{array}$$

Given $\text{"MMLK"}$ as the input, which one of the following options is the $\text{CORRECT}$ value computed by the $\text{SDD}$ (in the attribute $S.val$)?