In a certain code language, is written as \% = * - \ \div \text{PRAISE}? * @ - \% \times \text{GRAPES}$ be written in that code language?
- A\div * @ \times ? %
- B\div @ * ? \times %
- C\div * @ ? \times %
- DNone of the above
Solution & Step-by-step Explanation
This follows a direct letter-to-symbol substitution scheme. Let's map each letter from the given words:
* From : , , , , \text{N} \rightarrow \ \text{G} \rightarrow \div \text{PRAISE} \text{P} \rightarrow ? \text{R} \rightarrow * \text{A} \rightarrow @ \text{I} \rightarrow - \text{S} \rightarrow \% \text{E} \rightarrow \times \text{GRAPES} \text{G} \rightarrow \div \text{R} \rightarrow * \text{A} \rightarrow @ \text{P} \rightarrow ? \text{E} \rightarrow \times \text{S} \rightarrow \% \text{GRAPES} \div * @ ? \times % $.
* From : , , , , \text{N} \rightarrow \ \text{G} \rightarrow \div \text{PRAISE} \text{P} \rightarrow ? \text{R} \rightarrow * \text{A} \rightarrow @ \text{I} \rightarrow - \text{S} \rightarrow \% \text{E} \rightarrow \times \text{GRAPES} \text{G} \rightarrow \div \text{R} \rightarrow * \text{A} \rightarrow @ \text{P} \rightarrow ? \text{E} \rightarrow \times \text{S} \rightarrow \% \text{GRAPES} \div * @ ? \times % $.