I don't understand why X'(0)=0 and not X(0)=0 because in the previous problems, the initial conditions were X(0)=0.
Extracted text: Safari File Edit View History Bookmarks Window Help * 2 Mon 10:48 PM E A bartleby.com Updates Available Restart Do you want to restart to install these updates now or try tonight? Later = bartleby Search for textbooks, step-by-step explanations to homework . Ask an Expert Install SimUText Screen Shot 2021-03...8.09 PM E Bundle: Differential Equations with Bou... < chapter="" 12.3,="" problem="" 4e=""> Get live help whenever you need from online tutors! Try bartleby tutor today → kX" () Т () %—DX () T () X"(t) X(t) T'(t) kT(t) (4) = -1 Feb 18, 2021 at 11-18 P...pnglmage Lead to the two ordinary differential equations, X" (t) + 1X (t) = 0 (5) And, T' (t) + kAT (t) = 0 (6) Use boundary conditions (2) in u (x, t) = X (t) T (t) are, u (0, t) = X (0) T (t) =0 And u (L, t) = X (L) T (t) =0 Since T (t) + 0 for all t, so only condition which holds above when X GET 10 FREE QUESTIONS X' (0) =0 and X' (L) =0. Privacy - Terms The corresponding solutions of the differential equations, given by MAR 29 étv
Extracted text: Safari File Edit View History Bookmarks Window Help * 2 Mon 10:48 PM E A bartleby.com Updates Available Restart Do you want to restart to install these updates now or try tonight? Later = bartleby Search for textbooks, step-by-step explanations to homework . Ask an Expert Install SimUText E Bundle: Differential Equations with Bou... < chapter="" 12.3,="" problem="" 4e=""> Get live help whenever you need from online tutors! Try bartleby tutor today > Bundle: Differential Chapter 12.3, Problem 4E Q & A Equations wit... Stuck on your 9th Edition Textbook Problem Feb 18, 2021 at 11-18 P...pnglmage Dennis G. Zill homework Buy 2 Publisher: Cengage Learning Ask a question and ISBN: 9781337604918 get an expertly Solve Problem 3 if L= 2 and curated answer in as fast as 30 minutes.* Solutions х, 0 <><1 f="" (x)="10,">1>< x="">< 2. chapter ask an expert 12 boundary-value problems in rec ▼ 19 of 30 questions left this cycle section expert solution renews on 4/17/21 12.3 heat equation *response times vary to determine by subject and question complexif median response tii x get 10 free questions is 34 minutes and ptodienii ol privacy - terms to calculate: the temperature u (x, t) in a rod of length l, with the may be longer for mar 29 2.="" chapter="" ask="" an="" expert="" 12="" boundary-value="" problems="" in="" rec="" ▼="" 19="" of="" 30="" questions="" left="" this="" cycle="" section="" expert="" solution="" renews="" on="" 4/17/21="" 12.3="" heat="" equation="" *response="" times="" vary="" to="" determine="" by="" subject="" and="" question="" complexif="" median="" response="" tii="" x="" get="" 10="" free="" questions="" is="" 34="" minutes="" and="" ptodienii="" ol="" privacy="" -="" terms="" to="" calculate:="" the="" temperature="" u="" (x,="" t)="" in="" a="" rod="" of="" length="" l,="" with="" the="" may="" be="" longer="" for="" mar=""> 2. chapter ask an expert 12 boundary-value problems in rec ▼ 19 of 30 questions left this cycle section expert solution renews on 4/17/21 12.3 heat equation *response times vary to determine by subject and question complexif median response tii x get 10 free questions is 34 minutes and ptodienii ol privacy - terms to calculate: the temperature u (x, t) in a rod of length l, with the may be longer for mar 29>