Question

Mean of a frequency distribution is 20 and the median is also 20 calculate the mode​

Answer 1

Answer:

$\purple{ \bf{G\frak{iven \colon}}} \\ Mean = 20 \\ Median = 20 \\ \purple{ \bf{To \: Find \colon}} \\ Mode = ❓\\ \bf{ \purple {S\frak{olution \colon}} }\\ \red{\bf{We \: know \: that \colon }}\\ 3 \: Median = Mode + 2 \: Mean \\ 3 \times 20 = Mode + 2 \times 20 \\ 60 = Mode + 40 \\ Mode + 40 = 60 \\ Mode = 6 0 - 40 \\ \purple{ \fbox{ \red{Mode = 20}}}$

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