Draft:Original research/MacLaurin series/Quiz

MacLaurin series is a lecture as part of the school of mathematics series of lectures.

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Quiz
{Yes or No, A MacLaurin series is a Taylor series that has a term at (0,0). + Yes - No
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{True or False, A dominant group for using MacLaurin series differs from a control group in that it rules the treatment of the control group. + TRUE - FALSE
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{Complete the text: A short or { incomplete (i) } realization of a certain { method (i) } or idea to { demonstrate (i) } a treament's feasibility relative to a MacLaurin serie is called a proof of { concept (i) }.
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{Yes or No, A MacLaurin series can be used to calculate ex. + Yes - No
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{True or False, The purpose of a treatment group for the use of a MacLaurin series is to describe natural processes or phenomena for the first time relative to a control group. + TRUE - FALSE
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{A MacLaurin series has what phenomena associated with it? + a function which has an infinite number of derivatives - an infinitesimal summation of slightly changing differences + a value at zero + n! - limits + xn + f(n)
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{True or False, The derivatives of ex are infinite. + TRUE - FALSE
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{Complete the text: A proof-of-concept structure, including a control group, consists of { background (i) }, procedures, findings, and { interpretation (i) }.
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{True or False, A pure MacLaurin series involves no doing apart from itself. + TRUE - FALSE
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{Evidence that demonstrates that a model or idea for applications of a MacLaurin series versus a control group is feasible is called a { proof of concept (i) }.
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{True or False, A control group may be used in regard to using a MacLaurin series to demonstrate no effect or a standard effect versus a novel effort applied to a treatment group. + TRUE - FALSE
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Hypotheses

 * 1) Combinations of MacLaurin series with others may prove useful.