What is the variable $ x $ representing in this scenario?

A. The number of times Ted says the pickup line.
B. The number of women Ted approaches.
C. The number of women Ted approaches before getting a positive response.
D. The number of words in Ted's pickup line.

The random variable 'x' in the given scenario represents the number of women Ted approaches before receiving a positive response, a concept from probability theory's geometric distribution.

Explanation:

In this given scenario, the random variable x represents the number of women Ted approaches before he gets a positive response. This is an example of a geometric distribution in probability theory, where the random variable signifies the number of independent and identically distributed Bernoulli trials necessary for a specific event to occur. In this scenario, the 'event' is Ted receiving a positive response to his pickup line; every time Ted approaches a woman is considered an independent trial.

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What is the variable \( x \) representing in this scenario?A. The number of times Ted says the pickup line. B. The number of women Ted approaches. C. The number of women Ted approaches before getting a positive response. D. The number of words in Ted's pickup line.

Answer :

Final answer:

Explanation:

Other Questions

What is the variable \( x \) representing in this scenario?

A. The number of times Ted says the pickup line.
B. The number of women Ted approaches.
C. The number of women Ted approaches before getting a positive response.
D. The number of words in Ted's pickup line.