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A series of terms has 75 terms, where the nth term of the series is gi
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21 Oct 2024, 01:19
21 Oct 2024, 01:19
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50% (00:39) correct
50% (01:18) wrong based on 4 sessions
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A series of terms has 75 terms, where the nth term of the series is given as \(2n+5\).
Quantity A |
Quantity B |
Median of the given series of terms |
81 |
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Re: A series of terms has 75 terms, where the nth term of the series is gi
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23 Oct 2024, 02:03
23 Oct 2024, 02:03
1
Since there are 75 terms, which is an odd number, the median is the 38th term.
When you calculate the 38th term, it comes out to be 81.
So, Quantity A (the median) is 81, and Quantity B is also 81.
Thus, Quantity A equals Quantity B.
When you calculate the 38th term, it comes out to be 81.
So, Quantity A (the median) is 81, and Quantity B is also 81.
Thus, Quantity A equals Quantity B.
gmatclubot
Re: A series of terms has 75 terms, where the nth term of the series is gi [#permalink]
23 Oct 2024, 02:03
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