24. Three companies sell vitamin B12 supplements locally. All three products are labeled as containing 100µg (micrograms). You analyze 60 tablets from each product and determine the following: Product A Product B Product C μ = 102.1 µg μ = 100.1 μg μ = 103.0 μg o=1.7 µg a=2.4 µg σ= 0.7 µg You want to ensure that 90% of tablets have between 98µg and 104µg of vitamin B12. Assuming that each product's data forms a normal distribution, which products are in the acceptable range? For Product A, P(98 < X < 104) = 86%. For Product B, P(98 < X < 104) = 76%. For Product C, P(98 < X < 104) = 92%.
24. Three companies sell vitamin B12 supplements locally. All three products are labeled as containing 100µg (micrograms). You analyze 60 tablets from each product and determine the following: Product A Product B Product C μ = 102.1 µg μ = 100.1 μg μ = 103.0 μg o=1.7 µg a=2.4 µg σ= 0.7 µg You want to ensure that 90% of tablets have between 98µg and 104µg of vitamin B12. Assuming that each product's data forms a normal distribution, which products are in the acceptable range? For Product A, P(98 < X < 104) = 86%. For Product B, P(98 < X < 104) = 76%. For Product C, P(98 < X < 104) = 92%.
MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Question
![24. Three companies sell vitamin B12 supplements locally. All three products are labeled as containing 100µg
(micrograms). You analyze 60 tablets from each product and determine the following:
Product A
Product B
Product C
μ = 102.1 μg
μ = 100.1 µg
μ = 103.0 μg
o=1.7 µg
a=2.4 µg
σ= 0.7 µg
You want to ensure that 90% of tablets have between 98µg and 104µg of vitamin B12. Assuming that each
product's data forms a normal distribution, which products are in the acceptable range?
For Product A, P(98 < X < 104) = 86%. For Product B, P(98 < X < 104) = 76%. For Product C, P(98 < X <
104) = 92%.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe4b0a98e-97c2-4a7a-8ed1-2fcf255bdcea%2F6155c395-c269-4ecf-9109-d94c70eb0426%2F24iniw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:24. Three companies sell vitamin B12 supplements locally. All three products are labeled as containing 100µg
(micrograms). You analyze 60 tablets from each product and determine the following:
Product A
Product B
Product C
μ = 102.1 μg
μ = 100.1 µg
μ = 103.0 μg
o=1.7 µg
a=2.4 µg
σ= 0.7 µg
You want to ensure that 90% of tablets have between 98µg and 104µg of vitamin B12. Assuming that each
product's data forms a normal distribution, which products are in the acceptable range?
For Product A, P(98 < X < 104) = 86%. For Product B, P(98 < X < 104) = 76%. For Product C, P(98 < X <
104) = 92%.
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