Do these three values agree with one another? A measured value agrees with an established/expected value if the established value is within the 95% confidence interval, which is a range of 2Ax around the measured mean (Ax is the standard uncertainty). If we have two measured values, we can (roughly) say that two values agree if their 95% confidence intervals overlap. O All three values agree. O The measured values agree with one another, but neither agrees with the expected value. O The measured values agree with one another, but only one of the measured values agrees with the expected value.

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Extension Question 1
Do these three values agree with one another?
A measured value agrees with an established/expected value if the established
value is within the 95% confidence interval, which is a range of +2Ax around
the measured mean (Ax is the standard uncertainty).
If we have two measured values, we can (roughly) say that two values agree if
their 95% confidence intervals overlap.
O All three values agree.
O The measured values agree with one another, but neither agrees with the expected value.
O The measured values agree with one another, but only one of the measured values agrees with the expected
value.
O None of the values agree with one another.
Transcribed Image Text:Extension Question 1 Do these three values agree with one another? A measured value agrees with an established/expected value if the established value is within the 95% confidence interval, which is a range of +2Ax around the measured mean (Ax is the standard uncertainty). If we have two measured values, we can (roughly) say that two values agree if their 95% confidence intervals overlap. O All three values agree. O The measured values agree with one another, but neither agrees with the expected value. O The measured values agree with one another, but only one of the measured values agrees with the expected value. O None of the values agree with one another.
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