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Answer :
Final answer:
The maximum weight for 25 passengers in the water taxi, given the provided conditions, is approximately 5614.41 lb.
Explanation:
Given that the weight of the passengers is normally distributed with a mean of 182 lb and a standard deviation of 266, we can apply the rules of a normal distribution to solve this problem.
First, let's calculate the total allowable weight for all passengers. This is done by subtracting the weight of the water taxi when empty (3500 lb) from the maximum load (30000 lb). That leaves us with a total passenger weight capacity of 26500 lb.
To find the maximum weight for 25 passengers, we divide the total allowable weight by the stated capacity of the water taxi (118 passengers), and then multiply that result by 25. So, the maximum weight for 25 passengers would be :
(26500/118)*25 = 5614.41 lb
Note:
This calculation assumes the weight is evenly distributed across all passengers, which might not always be the case in real life.
Learn more about Normal Distribution here:
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