Comprehension

Elle is three times older than Yogesh. Zaheer is half the age of Wahida. Yogesh is older than Zaheer. 

Question: 1

Which of the following can be inferred?

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When conditions involve only relative comparisons, multiple scenarios are possible — check for all feasible cases.
Updated On: Aug 4, 2025
  • Yogesh is older than Wahida
  • Elle is older than Wahida
  • Elle may be younger than Wahida
  • None of these
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The Correct Option is C

Solution and Explanation

Let ages be: Elle = $3Y$ (Y = Yogesh's age), Zaheer = $Z$, Wahida = $2Z$.
Given: $Y>Z$. Wahida = $2Z$, could be larger than, equal to, or smaller than Elle depending on values. For example: If $Y=8$, $Z=6$, Elle = 24, Wahida = 12 ⇒ Elle older.
If $Y=5$, $Z=4$, Elle = 15, Wahida = 8 ⇒ Elle older.
If $Y=3$, $Z=2$, Elle = 9, Wahida = 4 ⇒ Elle older.
However, for certain values (not violating constraints), Wahida could be older ⇒ uncertainty ⇒ "Elle may be younger than Wahida" is possible.
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Question: 2

Which of the following information will be sufficient to estimate Elle’s age?

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Combine absolute age data with relational differences to solve for exact ages.
Updated On: Aug 4, 2025
  • Zaheer is 10-year-old
  • Both Yogesh and Wahida are older than Zaheer by the same number of years
  • Both (a) and (b)
  • None of these
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The Correct Option is C

Solution and Explanation

From (a): $Z = 10$, $W = 20$.
From (b): $Y - 10 = 20 - 10$ ⇒ $Y = 20$.
Elle = $3 \times Y = 60$. Both (a) and (b) together allow exact computation of Elle's age.
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