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TextState> TextStyle=@ ArialSerial_ParPropDefaultVNormal=@Arial@V Heading 1=@ Arial@V Heading 2=@ Arial@V Heading 3 =@ Arial@V Paragraph =@ Arial@VList =@ Arial@VIndent =@Times New Roman@V Title =@Times New Roman@V Subtitle font_style_listN font_styleO  VariablesTimes New Roman@O  ConstantsTimes New Roman@O TextArial@O Greek VariablesSymbol@O User 1Arial@O User 2 Courier New@O User 3Arial@O User 4Times New Roman@O User 5Times New Roman@O User 6Arial@O User 7Times New Roman@O SymbolsSymbol@O Current Selection FontArial@O Undefined Font@O HeaderArial@O FooterArial@O Rotated Math FontTimes New Roman COleDocItemDocItem docRegionFshpBoxTHXXࡱ>   & * !"#$%'()Root Entry Ft @1TableCompObjqWordDocument 4@@@ NormalCJ_HaJmH sH tH DAD Default Paragraph FontRiR  Table Normal4 l4a (k(No List z+,!!!!!+,0@0@0@00   y{$-!$S:$$-inK , @$$$$@UnknownGz Times New Roman5Symbol3& z Arial"qhى&ډ&9I9I24HP)?K 2ECE 320 / ECE 329Herbert L HessHerbert L Hess    FMicrosoft Office Word Document MSWordDocWord.Document.89q*F\ Embedding 1;6   ."System홊~p9`! -@Times New Roman- %2 ZECE 320 / ECE 329=C=222=C=222 2 `  bjbj 4T  2$h; ppp"pppp µt"p0p > p p,pZ222222 ECE 320 / ECE 329 Homework Due: Lesson 18 A spring-mass system is suspended from a ceiling. The spring constant is 10 Nt/m and the mass is 10 grams. Assume the rest position, no motion in steady state, is the zero position reference for the mass. Apply a step force upward of 1.0 Nt. Calculate the velocity as a function of time. Use an electromechanical analogy to do this. $ hinh, +, gd,  21h:p, / =!"#$% elope #6 RotatedPRC Envelope #5 RotatedPRC Envelope #4 RotatedPRC Envelope #3 RotatedPRC Envelope #2 RotatedPRC Envelope #1 RotatedPRC 32K(Big) RotatedPRC 32K RotatedPRC 16K RotatedPRC Envelope #10PRC Envelope #9PRC EnvSummaryInformation(DocumentSummaryInformation8Ole :OlePres000VOh+'0t  0 < HT\dlECE 320 / ECE 329Herbert L HessNormalHerbert L Hess2Microsoft Office Word@@ ݟ@[9I՜.+,0 hp  University of Idaho ECE 320 / ECE 329 TitleZ& -2 HomeworkH2N,H2!2 2  ."2 @Due: Lesson 18H2,<,''2222 2 @ . 2  -2 &A springH'2!22 2 &[-!2 &|Mmass system is suspended from a ceiling. The spring constant is 10 Nt/m and N,''(0',N''2'2,22,2!!2N,,,32=2,'2!31,22',2'22HN,222 Zthe mass is 10 grams. Assume the rest position, no motion in steady state, is the zero 2,N,'''221",N'H''2N,2,,!,',22'2222N2222',,30',-'2,-,!2>2 "position reference for the mass. 22'22!,!,!,3,,!3!2-N,''2 ApH2A2 $ply a step force upward of 1.0 Nt. 20,',2!2"-,22H,!23!22H 2  Calculate the C,-2,,2,2 Ovelocity as a function of time. 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