A certain betting game involves dealing players two cards each
from a standard deck and observing how many kings each player has.
In a two-card draw, the probability of two kings is 0.0045, the
probability of one is 0.1448, and the probability of none is
0.8507.
Let X be the number of kings in a two card draw. To four decimal
places, the mean of X is?
The probability mass function of X is given by:
x p xp
2 0.0045 0.0090
1 0.1448 0.1448
0 0.8507 0
--------------------------------------
Total 0.1538
So,
The mean of X = 0.1538.
So,
Answer is:
0.1538
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