Doubt by Pari
Solution :
Mean = k(6 Median-2 Mode) [Given]
Mean = 2k(3Median-Mode)—(1)
We know,
3Median = 2Mean+Mode
3Median-Mode=2Mean
We know,
3Median = 2Mean+Mode
3Median-Mode=2Mean
3Median-Mode=2[2k(3Median-Mode)]
3Median-Mode=4k(3Median-Mode)
3Median-Mode/3Median-Mode = 4k
1=4k
1/4=k
k=1/4
3Median-Mode=4k(3Median-Mode)
3Median-Mode/3Median-Mode = 4k
1=4k
1/4=k
k=1/4
Similar Question :
If empirical relationship between mean, median and mode is expressed as mean = k(3 median - mode), then find the value of k.
Click Here for the Answer
k=1/2