Data Sufficiency – Coding-decoding (identify the code for a specific word) Question: How is the word 'No' coded in the given language? Statements (to be considered independently unless combining is necessary): I. 'Ne Pa Sic Lo' means 'But No None And' and 'Pa Lo Le Ne' means 'If None And But'. II. 'Le Se Ne Sic' means 'If No None Will' and 'Le Pi Se Be' means 'Not None If All'.

Introduction / Context:This is a data sufficiency (DS) question from coding–decoding. You must decide whether Statement I, Statement II, either alone, both together, or neither provides enough information to identify how the word 'No' is coded. Do not solve for the entire code language; only determine sufficiency.

Given Data / Assumptions:

• Codes are one-to-one with words within each sentence.
• From the question: four coded sentences with meanings are provided, split as two in Statement I and two in Statement II.
• Goal: identify the exact code for 'No' and judge which statement(s) are sufficient.

Concept / Approach:In coding–decoding DS, compare sentences that share several words. The common words across those sentences map to the common codes. The leftover code then maps to the leftover word. Check each statement independently first.

Step-by-Step Solution:

Verification / Alternative check:

Why Other Options Are Wrong:

• II alone is sufficient: incorrect; ambiguity remains between 'No' and 'Will'.
• Either I or II is sufficient: incorrect because II is not sufficient.
• Neither I nor II is sufficient: incorrect; I is sufficient.
• Both I and II are sufficient: overly strong; I already suffices.

Common Pitfalls:Assuming that shared codes must preserve order across sentences, or that you must decode every word. Only sufficiency about 'No' matters.

Final Answer:I alone is sufficient while II alone is not sufficient