Melanie sells muffins at the local farmers market every Saturday. She has two types of muffins, banana muffins and blueberry muffins. On any given Saturday, let $X$ denote the number of banana muffins she sells and let $Y$ denote the number of blueberry muffins she sells. Suppose that the relationship between $X$ and $Y$ is described by the following joint probability distribution: Calculate the expected value of $\frac{Y ? 4}{X}$ . Do not include any units in your answer. Answer:

Question

Melanie sells muffins at the local farmers market every Saturday. She has two types of muffins, banana muffins and blueberry muffins. On any given Saturday, let

X

denote the number of banana muffins she sells and let

Y

denote the number of blueberry muffins she sells. Suppose that the relationship between

X

and

Y

is described by the following joint probability distribution: Calculate the expected value of

\frac{Y ? 4}{X}

. Do not include any units in your answer. Answer:

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