The cargo loads that Niels transports in his truck deviation of 1,500 lb. What will be the mean and standard deviation of the distribution of weights in kilograms? 1 lb approximately equals 0.45 kg. Choose 1 answer: Mean: 18,900 kg Standard deviation: 675 kg Mean: 18,900 kg Standard deviation: 1,500 kg Mean: 42,000 kg Standard deviation: 675 kg Mean: 42,000 kg 500 ko

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The cargo loads that Niels transports in his truck have a mean weight of 42,000 lb with a standard
deviation of 1,500 lb.
What will be the mean and standard deviation of the distribution of weights in kilograms?
1 lb approximately equals 0.45 kg.
Choose 1 answer:
Mean: 18,900 kg
A
Standard deviation: 675 kg
Mean: 18,900 kg
B
Standard deviation: 1,500 kg
Mean: 42,000 kg
Standard deviation: 675 kg
Mean: 42,000 kg
Standard deviation: 1,500 kg
Transcribed Image Text:The cargo loads that Niels transports in his truck have a mean weight of 42,000 lb with a standard deviation of 1,500 lb. What will be the mean and standard deviation of the distribution of weights in kilograms? 1 lb approximately equals 0.45 kg. Choose 1 answer: Mean: 18,900 kg A Standard deviation: 675 kg Mean: 18,900 kg B Standard deviation: 1,500 kg Mean: 42,000 kg Standard deviation: 675 kg Mean: 42,000 kg Standard deviation: 1,500 kg
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