I was wondering how to solve for Part C? Thanks! The question asks about contaminated gun cartridges for p(x is greater than or equal to 2) ### Contaminated Gun CartridgesA weapons manufacturer uses a liquid propellant to produce gun cartridges. During the manufacturing process, the propellant can get mixed with another liquid to produce a contaminated cartridge. A University of South Florida statistician hired by the company to investigate the level of contamination in the stored cartridges found that 23% of the cartridges in a particular lot were contaminated. Suppose you randomly sample (without replacement) gun cartridges from this lot until you find a contaminated one. Let \( x \) be the number of cartridges sampled until a contaminated one is found. It is known that the probability distribution for \( x \) is given by the formula:\[p(x) = (0.23)(0.77)^{x-1}, \quad x = 1, 2, 3, \ldots\]**Tasks:**a. **Find \( p(1) \). Interpret this result.**b. **Find \( p(5) \). Interpret this result.**c. **Find \( P(x \geq 2) \). Interpret this result.**

Name: I was wondering how to solve for Part C? Thanks! The question asks abo
Uploaded: 2024-03-20T07:06:41.000Z
Channel: Bartleby
Description: I was wondering how to solve for Part C? Thanks! The question asks about contaminated gun cartridges for p(x is greater than or equal to 2) ### Contaminated Gun CartridgesA weapons manufacturer uses a liquid propellant to produce gun cartridges. Duri