Consider a set of 11 numbers : Value-I = Minimum value of the average of the numbers of the set when they are consecutive integers \geq-5. Value-II = Minimum value of the product of the numbers of the set when they are consecutive non-negative integers. Which one of the following is correct?

Correct Answer is : Value-I = Value-II

Cannot be determined due to insufficient data

UPSC Civil Services 2025 Prelims General Studies Paper II

Question : 77 of 80

Marks: +1, -0

Consider a set of 11 numbers :
Value-I = Minimum value of the average of the numbers of the set when they are consecutive integers ≥−5.
Value-II = Minimum value of the product of the numbers of the set when they are consecutive non-negative integers.
Which one of the following is correct?

Value-I < Value-II
Value-II < Value-I
Value-I = Value-II
Cannot be determined due to insufficient data

Validate

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