Coded inequalities use codes to express inequalities in the form of statements. Generally a couple of conclusions are also included in the question and the candidate is supposed to select which of the two conclusions logically follows the statements. It’s important to exercise caution when it comes to decoding the inequalities as an error could lead to getting all the five questions wrong.
An important trick in solving coded inequalities is to try and get one inequality with all the variables included in the statement. Using that inequality, the validity of the conclusions can be verified.
In which of these expressions „B > E‟ be definitely false?
In Which of the following expressions does the expression „Z≥D‟ to definitely hold true?
Which of the following expressions is true if the expression P<T≤B>S>M≥A is definitely true?
Statements: Y ≤ K < D = S; D < B < O; A ≥ D < Z Conclusions: i. A > B, ii. Y < Z
Statements: G<L≤F=E; L = A Conclusions: i. E>G,
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