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If in a certain code language, "ROPE" is coded as "TRTJ", then how would "CAST" be coded in the same code language? Ops: A. EWDY B. EWEY C. EDWY D. WEDY Q 12. The statements given below are followed by conclusions in the options. Assume the statements are true, even if they contradict commonly known facts, and determine the conclusion/s that follow/s from the statements logically. Statements: I. All mountains are hills. II. All lakes are mountains. Ops: A. All lakes are hills B. No mountains are lakes C. No hills are lakes D. All hills are lakes

Question

If in a certain code language, "ROPE" is coded as "TRTJ", then how would "CAST" be coded in the same code language?	 

Ops: A. EWDY B. EWEY C. EDWY D. WEDY

Q 12. The statements given below are followed by conclusions in the options. Assume the statements are true, even if they contradict commonly known facts, and determine the conclusion/s that follow/s from the statements logically.

Statements: I. All mountains are hills. II. All lakes are mountains. Ops: A. All lakes are hills B. No mountains are lakes C. No hills are lakes D. All hills are lakes

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Solution

For the first question, we can see that each letter in the word "ROPE" is shifted two places forward in the alphabet to get the coded word "TRTJ". So, "R" becomes "T", "O" becomes "R", "P" becomes "T", and "E" becomes "J".

Applying the same rule to the word "CAST", "C" becomes "E", "A" becomes "C", "S" becomes "U", and "T" becomes "V". So, "CAST" is coded as "ECUV". However, this option is not available in the given choices. There might be a mistake in the question or the options provided.

For the second question, if we assume that all mountains are hills and all lakes are mountains, then logically, all lakes are also hills because they are mountains and all mountains are hills. So, the conclusion that follows from the statements is "All lakes are hills". Therefore, the answer is option A.

However, the statement "All hills are lakes" is not necessarily true because while all lakes are hills, not all hills are necessarily lakes. There could be hills that are not lakes. So, option D is not a valid conclusion.

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