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Use standard Maclaurin Series to find the series expansion of f(c) 6e'r Iu(1 + 8r).3) Enter the value of the second non-zero coefficient:Round your ansicr to 3...

Question

Use standard Maclaurin Series to find the series expansion of f(c) 6e'r Iu(1 + 8r).3) Enter the value of the second non-zero coefficient:Round your ansicr to 3 significant figuresThe series will converge if _d < r < +d Enter the value of d:Roundyour #nswer [0 _ significant figutes.

Use standard Maclaurin Series to find the series expansion of f(c) 6e'r Iu(1 + 8r). 3) Enter the value of the second non-zero coefficient: Round your ansicr to 3 significant figures The series will converge if _d < r < +d Enter the value of d: Roundyour #nswer [0 _ significant figutes.



Answers

Find the first three nonzero terms of the Maclaurin series for each function and the values of $x$ for which the series converges absolutely.
$f(x)=x^{4} e^{x^{2}}$

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Function is relax. You're going to X cube over one last two acts. No one over one minus X is equal to some problems. Access to any. So one over one. Plus, Max doesn't replace axe. I'm active to X. This is you go to some problems too. You know, unity make it to next part in which is equal to some problems. Year old vanity makes you too to the party in our in. So the function does he go to some problem Ciro community make you to To the proper Finn axe to the pump and class three by rich with past half limit course entity Next 2 to 2 and Paswan Axe to trust or over next, YouTube and axe, too. And plus three, That's what you which isn't going to limit and cost him, apparently, to perhaps, um a while you relax, which is you go to two times Absolutely Alexe. It's the light. Two times a lot of looks like someone have squatted. Likes less in one house. So one that's one. Hell, relax. It's like my heart. Serious commodities Absolutely

We can use the first several times of the taylor expansions to substitute E. To the power or N. Si and Sina Harris Becomes one Plus X. Press X squared over two as X cubed over three. That's a higher order terms of X cubed and times Eriks miners x cubed over six. Uh huh. Higher order terms of X cubed and then squared. Yes because we just coffee the first factor and then we can multiply out second sector Which is X. spared my nurse extra force over three. Trust the higher order terms of ERic's true or false. And then we can multiply these two factors out and then class higher order. Oh eric to afford so does he calls Eriks squared plus ERic cubed crossed 16 extra force plus the higher order terms of extra force. And this is just the first three term of this function.

Function is half these people too. Next time, sign excluded. So what? This functions. So we need to use 21 mice. Shoe signe exploit is the go to call science to X. There's a function is equal to thanks minus X Pam's call sign of two X over too, you know, coastline A box. Siri's is some from zero to infinity. Thank you. Want and accident to end over to in bacterial So behalf function half if you go to thanks minus some from zero to infinity Make you want in ax too Shoot and plus one times through to two in over two and bacterial much by 1/2. Then we can simplified this function which is equal to some from Wan to vanity next one to the prophet cost blonde to to end minus one exited to end us one over to 10 factorial. The 1st 3 terms are X cube inactive to pump three acts too of, uh, four factory Oh, and too far, thanks to seven slicks Bacterial Irish with ties to the heart limit and goes to infinity 91 2 plus two, 2 to 3 m class Juan accident you and has three over you in class to factory. Oh, why do you buy it if you want to impress 22222 minus one Cost one but you and factory Oh, I sort of wanna deal She's a go to No, I meant and ghost infinity. Oh, exploiter over to ban Paswan Times to end us too. What you see on to zero. So Siris Commodities? Absolutely, I realize.


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