Question

If the mode of a distribution is 8 and its median is also 8, then find mean.​

Answer 1

Step-by-step explanation:

If the mean and mode is given so median = 3 mode-2mean. Therefore, the Median is 8.

Answer 2

↪Given :

Mode = 8

Mean = 8

↪To Find :

The median.

↪ Some information :

Mode : बहुलक

Mean : माध्य

Median : माध्यिका

❇Solution :-

$: \implies \sf Median = \dfrac{ Mode + 2(Mean)}{3}$

$: \implies \sf Median = \dfrac{8 + 2(8)}{3}$

$:\implies \sf Median = \dfrac{ 8 + 16}{3}$

$:\implies \sf Median = \cancel{\dfrac{ 24}{3}}$

$:\implies \sf \underline{ \huge{ \boxed{ \red{\bf{Median = 8}}}}}$

$\huge{\therefore}$The median is 8.

¤ Another Formula For Finding Median :

$\bigstar {\boxed {\mathfrak{\pink{M =(\dfrac {n+1}{2})\:th\:term}}}}\bigstar$

$\bigstar{\boxed{\mathfrak{\pink{M =\dfrac {n}{2}th\:and\:(\dfrac {n}{2}+1)\:th\:term 's\:mean}}}}\bigstar$

$\bigstar{\boxed{\mathfrak{\pink{M=l + \dfrac{ \dfrac{n}{2} -F }{f} \times i}}}}\bigstar$✅