Question

In a frequency distributions, mode is 7.88, mean is 8.32, then median is

Answer 1

$\boxed{\boxed{\mathbf{8.17}}}$

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Given:

Mean = 8.82

Mode = 7.88

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To Find:

Median

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Using the Empirical Formula,

$\mathsf{3 \: Median = Mode + 2 \: Mean}$

=> $\boxed{\mathbf{Median = \frac{Mode + 2 \: Median}{3}}}$

Putting the Value, We get,

$\large\mathsf{=> \frac{7.88 + 2(8.32)}{3}}\\\\\\\large\mathsf{=> \frac{7.88 + 16.64}{3}}\\\\\\\large\mathsf{=> \frac{24.52}{3}}\\\\\\\large\mathsf{=> 8.173 (approx) = 8.17}$

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Hence, the Median is 8.17.

Answer 2

Answer:

same answer given up plz fallow me