n, the probability distribution would be

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The Statspoodle, a German dog, can have pointy or floppy ears. Whether a Statspoodle has pointy or floppy ears follows a Bernoulli process. The probability that a Staatspoodle has pointy ears is p(pointy)=0.25 and the the probability that a Statspoodle has floppy ears is p(floppy)=0.75. For your graduation, you receive a Statspoodle and find out that she is pregnant. An ultrasound reveils that your new Statspoodle will have four puppies.
Imagine a probability distribution. On the x-axis you see the numbers 0, 1, 2, 3, and
4. These values represent the possible numbers of pointy-eared puppies when
having four puppies. On the y-axis you show a column representing the
corresponding probability. Then, the probability distribution would be
Transcribed Image Text:Imagine a probability distribution. On the x-axis you see the numbers 0, 1, 2, 3, and 4. These values represent the possible numbers of pointy-eared puppies when having four puppies. On the y-axis you show a column representing the corresponding probability. Then, the probability distribution would be
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