2.3.1 Upper bounds of a set; the least upper bound (supremum) Consider S a set of real numbers. S is called bounded above if there is a number M so that any x ∈ S is less than, or equal to, M: x ≤ M. The number M is called an upper bound for the set S. Note that if M is an upper bound for S then any bigger number is also an upper bound. May 30, 2018 · In this section we will revisit the substitution rule as it applies to definite integrals. The only real requirements to being able to do the examples in this section are being able to do the substitution rule for indefinite integrals and understanding how to compute definite integrals in general.
As far as I can see, an upper bound prediction at the 97.5% level (single sided) for the t-distribution would require a statistic of 2.15 (for 14 degrees of freedom) to be applied. A prediction upper bound (such as at 97.5%) made using the t-distribution does not seem to have a confidence level associated with it.
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