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| Example 19-8. If p, q, r and s be the successive entries corresponding to equidistant arguments in a difference table, show that when third difference are taken into account, the entry corresponding to the argument halfway between the arguments of q and r is A + where A is the arithmetic mean of q and r and B is the arithmetic mean of 39 – 2p – s and 3r – 2s - p. 1

| Example 19-8. If p, q, r and s be the successive entries corresponding to equidistant arguments in a difference table, show that when third difference are taken into account, the entry corresponding to the argument halfway between the arguments of q and r is A + where A is the arithmetic mean of q and r and B is the arithmetic mean of 39 – 2p – s and 3r – 2s - p. 1

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 88E
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B, B. arguments in a difference table, show that when third difference are taken into account, the 1 | Example 19-8. If p, q, r and s be the successive entries corresponding to equidistant entry corresponding to the argument halfway between the arguments of q and r is A + where A is the arithmetic mean of q and r and B is the arithmetic mean of 39 – 2p – s and 24 | 3r – 2s – p.
Transcribed Image Text:B, B. arguments in a difference table, show that when third difference are taken into account, the 1 | Example 19-8. If p, q, r and s be the successive entries corresponding to equidistant entry corresponding to the argument halfway between the arguments of q and r is A + where A is the arithmetic mean of q and r and B is the arithmetic mean of 39 – 2p – s and 24 | 3r – 2s – p.
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