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Direction: In the following question assuming the given statement to be true, find which of the conclusion among given conclusions is/are definitely true and then give your answers accordingly.
Statements: S ≥ U > V > W < X, V > T ≥ O < M
Conclusions:
I. X ≥ V
II. O < S
Only I follow
Only II follow
Both follow 4
Either I or II follow
Neither I nor II follow
Let’s break down the statements and conclusions step by step:
Given Statements:
- S = U > V > W < X
- V > T = O < M
I. X = V
Let’s look at the chain of relations:
- From S = U > V > W < X:
- S = U > V > W
- W < X ? X > W
- From V > T = O < M:
- V > T = O
- O < M ? M > O
Now, connect what you can:
- For I. X = V:
- From our chain: V > W and W < X, so X > W. But V > W, not directly V < X or X = V. We only know V > W < X, so X could be less than or greater than V. We cannot confirm X = V.
- For II. O < S:
- S = U > V > T = O. Tracing backwards: S = U > V > T = O, so O is less than (or equal to) T, which is less than V, which is less than U, which is less than or equal to S. This gives us S > O for sure.
So, which conclusions hold?
- Only II follows.
Option analysis:
- Option 1: Only I follow (Nope)
- Option 2: Only II follow ( Correct!)
- Option 3: Both follow (No)
- Option 4: Either I or II (No, because only II works)
- Option 5: Neither I nor II (No, because II is right)
By: Parvesh Mehta ProfileResourcesReport error
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