ldéntities will prove useful in achie Exercise 12. Show that E, (T: – ¤) = 0 %3D | E (*: – µ)² = E (: – T) + n(i – µ)² %3D | 23D1 Hint: x; – µ = L; -i +¤ – µ
ldéntities will prove useful in achie Exercise 12. Show that E, (T: – ¤) = 0 %3D | E (*: – µ)² = E (: – T) + n(i – µ)² %3D | 23D1 Hint: x; – µ = L; -i +¤ – µ
Chapter3: Functions
Section3.6: Absolute Value Functions
Problem 41SE: A machinist must produce a bearing that is within 0.01 inches of the correct diameter of 5.0 inches,...
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Transcribed Image Text:Some purely algebraic identities will prove useful in achieving o-
Exercise 12. Show that
. Σ (- ) -0
|
E (*: – µ)² = E (: - T) + n(i – H)²
Hint: x; – µ = I; - +¤ – u
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