For n = 1, 2, 3, ... so, by Fourier cosine series u (x, t) = Ane cos x Feb 18, 2021 at 11-18 P.pngimage Put i = 0 in above equation, u (x, 0) = f (x) = Ao + An sin x Where L. An = f (x) cos -xdx For n = 1,2, 3, ... so that O FREE QUESTIONS и (х, г) = } ƒ (x) dx + † f (x) cos -xdxe cos x Privacy - Terms 29 tv

Q: Please show the solution. I only gave the correct answers but I need the solution how these answers…

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Q: I'm not sure what you did in step 2, can you explain it please?

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Q: hello, i need the answer for the second question as well. thank you

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Q: me

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A: Take LCM then solve

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Q: How do I solve this ?

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Q: okay can you also do part b now.

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Q: can cli

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Q: Hey can you show the solution in a piece of paper or some sort of visual?

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Q: can you explain more about the second part that you came up with -2 and 5 .  thanks

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Q: How do I solve this ?

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Q: Can you explain it better with all steps?

A: logeea=a and logea=lna

Q: Since this is a second question, can you answer the other 2 sub parts

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Q: I'm very confused. I get to step 3 and i get lost. Please help.

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Q: I have only one answer right. can you help me please.

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Q: I'm confused about step 2 can I please get an clear answer

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Q: Step 2 is cropped out, I can only read the first line. Could you repost the solution?

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Q: could you please work the solution out on paper please?

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