=0 Πιο Ω_q+1)t-q + 1 ΠΩ(q+1)t-q Πιο Ω_q+1)t-q + 1 ΠoΩ(q+1)t-q/Ω(64+5) thus Ω(7q+6) > Ω—(6q+5)• Th h=0 k=1 1 Πιο Ω(q+1)k-(q+1)t-q + 1 o Th+1 1 -ΣΠ Πιο Ω(q+1)k-(q+1)t-q +1 h=0 k=1
=0 Πιο Ω_q+1)t-q + 1 ΠΩ(q+1)t-q Πιο Ω_q+1)t-q + 1 ΠoΩ(q+1)t-q/Ω(64+5) thus Ω(7q+6) > Ω—(6q+5)• Th h=0 k=1 1 Πιο Ω(q+1)k-(q+1)t-q + 1 o Th+1 1 -ΣΠ Πιο Ω(q+1)k-(q+1)t-q +1 h=0 k=1
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section: Chapter Questions
Problem 28RE
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