LTE 8:37 ¢ Get live help whenever you Try bartleby tutor today need from online tutors! Rewrite the term c2c3 = An and c2c4 = B, in the above equation, 00 пла пла u (x, t) = 2 (An cos t + Bn sin L t)...


I dont understand why g(x)=0. Can you please explain it to me. Thank you


LTE<br>8:37 ¢<br>Get live help whenever you<br>Try bartleby<br>tutor today<br>need from online tutors!<br>Rewrite the term c2c3 = An and c2c4 = B, in<br>the above equation,<br>00<br>пла<br>пла<br>u (x, t) = 2 (An cos<br>t + Bn sin<br>L<br>t) sin<br>n=1<br>(7)<br>The value of An is,<br>L<br>|f (x) sin 4xdx (8)<br>пл<br>An<br>L<br>The value of Bn is,<br>L<br>Bn<br>8 (x) sin xdx (9)<br>пла<br>The values of f (x) and g (x) are,<br>f () 3D и (х, 0) and g (x) —<br>ди<br>dt \t=0<br>At the given conditions<br>u (x, 0) = f (x) and<br>= 0,<br>dt It=0<br>So, the value of g (x) is 0.<br>Privacy -<br>II<br>

Extracted text: LTE 8:37 ¢ Get live help whenever you Try bartleby tutor today need from online tutors! Rewrite the term c2c3 = An and c2c4 = B, in the above equation, 00 пла пла u (x, t) = 2 (An cos t + Bn sin L t) sin n=1 (7) The value of An is, L |f (x) sin 4xdx (8) пл An L The value of Bn is, L Bn 8 (x) sin xdx (9) пла The values of f (x) and g (x) are, f () 3D и (х, 0) and g (x) — ди dt \t=0 At the given conditions u (x, 0) = f (x) and = 0, dt It=0 So, the value of g (x) is 0. Privacy - II

Jun 05, 2022
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