5

Q4:0A8Marks) Find maclaurin series for the function f (x) cos-...

Question

Q4:0A8Marks) Find maclaurin series for the function f (x) cos-

Q4: 0A8Marks) Find maclaurin series for the function f (x) cos-



Answers

Find the Maclaurin series for the function. $$f(x)=x \sin x$$

For the MacLaurin series of the function. Pop Times Co. CYA. I'll have sex the first that we use a result. It's a nick or a series of the function cost dialects. Does he go to some from zero to infinity? Makes you want to the party and I was X to the power to end over to n factorial, Then replace acts by hide How sacks and then what we got MacLaren's Siri's of the function sometimes co signing of Pi X. Is he going to some from zero to infinity off house Makes you want to end hams? Hi, pop. I was acts to pop to end over to n factorial.

Problem. 23. Find the MacLaurin series. We have already find a in the rivers problem. Sighing axes equals toe a minus to the end two and accidentally twin pass one and 20 past one pictorial acts on these from zero to infinity and just times acts right x times This changes into one pass too. So that the same as this this transformed here.

Problems. 15. We want to find the back door in serious for function. Science reacts, so let's do it. Trying Max is three times for science reacts. Right. Final climax This modest race where times sai Sorry, axe the fine prime prime that it's minus raves. Cube, I'll sign. Reacts. Yes. How Quest. Okay, Mr Witt. And when regulated McLaurin, Sirius X X equal to zero. So this terms still has science. Eros dress here also this term managers. And you can find that when is U N prime prime? Uh, Thanks. That's zero when Accent too. Okay, so that's a start. Cy Reacts is ik o sto are the first time is zero. Right? So just ah, three you ready? Bye. While editorial times cause I three and that's a wife, So there's only acts here and plus minus three Q That's also one. And you Any advice? Free pictorial and times acts to the Q Ah, just by induction. Can't find that Zeke also okay, from one. Okay. From one. The infinity. Ah, three acts, Lito minus one, divided by one minus one. Victoria. Uh, here's a balsa. You can also change, and from one to the ability to go from zero to ability and from zero to infinity. Then this becomes too impressed. What? There's a but this here. So here's that minus the end. Uh, first Army's. There's an old minus here. So there's a minus here. Victoria, that's reacts to the twin plus one. I hear this. Here's our last one there. I don't know what this is. Maybe a something.

In discussion we recall about the powers race Under course of X. It can be written as a submission of the -1 power and expired two N. If I didn't find that too and try real because from George infinity in this question were given the function F. X. Equal to the course on the pie X. Here we can think of that by X will be the X. In the formula. So we need to would you need to replace the expander pi X by doing that which we gained the submission from zero to infinity minus one power. And and then X will become the pi X and then power to and the monument at you and pictorial. It will simply find the expression which will get a minus one bell and and then pipe our two and exposure to and the 20 minute you and pictorial. And this will be the power series. I'm not functioning. We're looking for


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