∑fixi=6Y−4 and ∑fi=8. If the mean of the distribution is 7, what is the value of Y?
∵Mean=ΣfixiΣfi
⇒7=6Y−48
⇒6Y – 4 = 7 x 8 = 56 ⇒6Y = 56 + 4 = 60 ⇒Y = 10
∑fixi = 10 x + 40, ∑fi = 12. If the mean of the distribution is 60, what is the value of x?
Σfx = 6Y - 4, Σf = 8. If the mean of the distribution is 7, what is the value of Y?
If the value of ∑fixi = 199 and mean = 60, find the value of ∑fi?