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... † This text is available under the Creative Commons Attribution/Share-Alike License 3.0. You can reuse this document or portions thereof only if you do so under terms that are compatible with the CC-BY-SA license. ...
Some explorations about repeated roots
... less than 5/256 < 1/32. Students always ask why this would help… but if we know that all the terms after the term with five in a numerator are smaller than 1/32, then we can show that ...
... less than 5/256 < 1/32. Students always ask why this would help… but if we know that all the terms after the term with five in a numerator are smaller than 1/32, then we can show that ...
1 Introduction 2 Borel
... of “at least”. The event F̃n = ∪∞ k=n Fk defines a sampling of the tail (starting from n) of the sequence. It occurs if at least one event in the tail occurs. The intersection ∩∞ n=1 F̃n differs from the empty set if disregarding how long is the tail (how large is n) we can observe the occurrence of ...
... of “at least”. The event F̃n = ∪∞ k=n Fk defines a sampling of the tail (starting from n) of the sequence. It occurs if at least one event in the tail occurs. The intersection ∩∞ n=1 F̃n differs from the empty set if disregarding how long is the tail (how large is n) we can observe the occurrence of ...
Full text
... The indices have been compiled using WORDPERFECT. Should you wish to order a copy of the indices for another wordprocessor or for a non-compatible IBM machine, please explain your situation to Dr. Cook when you place your order and he will try to accommodate you. DO NOT SEND PAYMENT WITH YOUR ORDER. ...
... The indices have been compiled using WORDPERFECT. Should you wish to order a copy of the indices for another wordprocessor or for a non-compatible IBM machine, please explain your situation to Dr. Cook when you place your order and he will try to accommodate you. DO NOT SEND PAYMENT WITH YOUR ORDER. ...
General Power Functions
... The difficulty here is not in the formula, with which we should be familiar by now. The question of interest is: at what points is the derivative of a power function defined? Suppose p is a value of x in the domain of xa , as determined in the previous section. If p 6= 0, then automatically xa has a ...
... The difficulty here is not in the formula, with which we should be familiar by now. The question of interest is: at what points is the derivative of a power function defined? Suppose p is a value of x in the domain of xa , as determined in the previous section. If p 6= 0, then automatically xa has a ...
