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Evaluate L{e* (cos at – sin nt s+3 A. (s+3)° – n² (s+3)² - – n² 2 S - 3 (s – 3)° – n² (s-3)° -R 2 2 s+3 С. + 2 (s+3)' +r² ´ (s+3)' – ° 2 s +. S-3 D. 2 (s –3) +n² (s-3)° +n° 2 Е. (s+m)° – x² ' (s+n)* +n² B.

Evaluate L{e* (cos at – sin nt s+3 A. (s+3)° – n² (s+3)² - – n² 2 S - 3 (s – 3)° – n² (s-3)° -R 2 2 s+3 С. + 2 (s+3)' +r² ´ (s+3)' – ° 2 s +. S-3 D. 2 (s –3) +n² (s-3)° +n° 2 Е. (s+m)° – x² ' (s+n)* +n² B.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.2: Systems Of Linear Equations In Two Variables
Problem 51E
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Evaluate L{e (cos nt – sin nt)}. s+3 А. (s+3)* – -n (s+3) – n² n° 2 2 | S - 3 2 (s-3)° – n² (s-3) – n² 2 s+3 С. (s+3)° +r² ' (s+3)* 2 – n° S –3 D. (s –3)° +n² (s– 3) +n² 2 s+T (s+m}* –x* * (s+x)* +x – n² ' (s+7)° +n² 2 2 (s+m)² 2 B. E.
Transcribed Image Text:Evaluate L{e (cos nt – sin nt)}. s+3 А. (s+3)* – -n (s+3) – n² n° 2 2 | S - 3 2 (s-3)° – n² (s-3) – n² 2 s+3 С. (s+3)° +r² ' (s+3)* 2 – n° S –3 D. (s –3)° +n² (s– 3) +n² 2 s+T (s+m}* –x* * (s+x)* +x – n² ' (s+7)° +n² 2 2 (s+m)² 2 B. E.
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