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Quantitative Aptitude
Approximation
Question
What approximate value will come in place of the question mark (?) in the following question? (Note: You are not expected to calculate the exact value.)
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" 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A
65
Correct Answer
Incorrect Answer
B
12
Correct Answer
Incorrect Answer
C
42
Correct Answer
Incorrect Answer
D
30
Correct Answer
Incorrect Answer
E
None of these
Correct Answer
Incorrect Answer
Solution
ATQ,
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More Approximation Questions
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