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Use the probability generating functions to derive the formula for the average small components size (s) when GC is present: u² g (1) (s) = 1 + go (u) [1- gi(u)] where u is the solution of u = 9₁ (u). (Essentially to derive the same result we obtained not using generating function method earlier.

Use the probability generating functions to derive the formula for the average small components size (s) when GC is present: u² g (1) (s) = 1 + go (u) [1- gi(u)] where u is the solution of u = 9₁ (u). (Essentially to derive the same result we obtained not using generating function method earlier.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Use the probability generating functions to derive the formula for the average small components size (s) when GC is present: u² g (1) (s) = 1 + go(u) [1-g(u)]' where u is the solution of u = 9₁ (u). (Essentially to derive the same result we obtained not using generating function method earlier.
Transcribed Image Text:Use the probability generating functions to derive the formula for the average small components size (s) when GC is present: u² g (1) (s) = 1 + go(u) [1-g(u)]' where u is the solution of u = 9₁ (u). (Essentially to derive the same result we obtained not using generating function method earlier.
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