A statement is given followed by two conclusions. Find which conclusio...
The given statement is: C < A ≤ T = D ≥ O; G ≥ D < S; T ≥ A
Combine the statement: C < A ≤ T = D ≥ O; G ≥ D < S
Conclusions:
I: A ≤ O → False (as A ≤ T = D ≥ O gives; as A ≤ D and D ≥ O → clear relationship between A and O cannot be determined).
II: C < G → True (as C < A ≤ T = D ≥ O; G ≥ D < S gives; as by combinatin C < A ≤ T = D ≤ G so C < G True).
Hence, the correct answer is “Only II”.
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A statement is given followed by two conclusions. Find which conclusio...
The given statement is: C < A ≤ T = D ≥ O; G ≥ D < S; T ≥ A
Combine the statement: C < A ≤ T = D ≥ O; G ≥ D < S
Conclusions:
I: A ≤ O → False (as A ≤ T = D ≥ O gives; as A ≤ D and D ≥ O → clear relationship between A and O cannot be determined).
II: C < G → True (as C < A ≤ T = D ≥ O; G ≥ D < S gives; as by combinatin C < A ≤ T = D ≤ G so C < G True).
Hence, the correct answer is “Only II”.
A statement is given followed by two conclusions. Find which conclusio...
Explanation:
Given Statement:
C < a="" ≤="" t="D" ≥="" o;="" g="" ≥="" d="" />< s;="" t="" ≥="" />
Conclusion I: A ≤ O
From the given statement, we know that A is less than or equal to T, which is equal to D, and D is greater than or equal to O. Therefore, conclusion I is true as A is indeed less than or equal to O.
Conclusion II: C < />
There is no direct relationship between C and G in the given statement. Even though C is less than A and G is greater than D, we cannot infer that C is less than G. Therefore, conclusion II is false.
Therefore, based on the given statement, only conclusion I is true. So, the correct answer is Option C: Only II.