By Petr Mandl
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2b. The values of a discrete random variable y together with their associated probabilities are called a probability distribution, and p( y) is called the probability function. In order for p(y) to be a probability function, two conditions are necessary: 1. X 0 p( y) 1 for all values of y. 2. p(y) ¼ 1, that is, the sum of p( y) over all values of y is 1. y Note that in the baby cereal example these two conditions are satisﬁed. There are many functions that satisfy these two conditions. 1, examples A through D represent discrete probability distributions.
We can then study the effects of these other variables on the variable of interest and possibly adjust for their effects. 1. In each of the research situations described below, determine whether the researcher is conducting an experiment or a survey. a. Traps are set out in a grain ﬁeld to determine whether rabbits or raccoons are the more frequently found pests. b. A graduate student in English literature uses random 500-word passages from the writings of Shakespeare and Marlowe to determine which author uses the conditional tense more frequently.
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