If the number of terms in a given data is odd- then its upper quartile is the- n-4 nbsp-th term-3-n-1-4 nbsp-th term-3n-4 nbsp-th term-n-1-4 th term-

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Quartiles

If the number...

Question

If the number of terms in a given data is odd, then its upper quartile is the:

(n+1)/4 th term

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n/4 th term

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3(n+1)/4 th term

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3n/4 th term

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Similar questions

The common difference of an arithmetic sequence is −1 and its 4^th term is 7. What is its 7^th term? And the 11^th term?

10^{t h}

9

4^{t h}

4

7^{t h}

10^{t h}

4^{t h}

7^{t h}

If the $10^{t h}$ term of a geometric progression is 9 and $4^{t h}$ term is 4, then its $7^{t h}$ term is

(m + n)^{t h}

(m - n)^{t h}

4

m^{t h}

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