I just assume that Italy only has gelato in the sense of the style of ice cream, because they wouldn't make disgusting north american ice cream, which is much too free
user: I can't log into my email.
NBA2k Tech: OK have you tried [first.last@company.com]?
user: yes it doesn't work
NBA2k Tech: all right, the directions we sent say to try putting CORPDOM\username in the user field, did you try that?
user: yes, it doesn't work either!
NBA2k Tech: ok well email works on your phone, so we know the password is right. Let me share your screen and we'll see what's happening.
I have been bamboozled. I bought a box of white mushrooms from the grocery store and all the plump, perfect mushrooms on top hid the little bruised dud mushrooms on the bottom.
I just assume that Italy only has gelato in the sense of the style of ice cream, because they wouldn't make disgusting north american ice cream, which is much too free
For ice cream at the ice cream store, you only get italian style ice cream, but you do have a lot of ice cream on sticks and like ice cream tacos and those are also gelato
For example those Magnum premium ice creams on sticks are the same formulation in Italy and the US and are just gelato, and if you speak italian but go to the US and get Ben and Jerry's it would also be gelato....
I have been bamboozled. I bought a box of white mushrooms from the grocery store and all the plump, perfect mushrooms on top hid the little bruised dud mushrooms on the bottom.
All mushrooms are bruised duds.
I would like some money because these are artisanal nuggets of wisdom philistine.
I have been bamboozled. I bought a box of white mushrooms from the grocery store and all the plump, perfect mushrooms on top hid the little bruised dud mushrooms on the bottom.
I have been bamboozled. I bought a box of white mushrooms from the grocery store and all the plump, perfect mushrooms on top hid the little bruised dud mushrooms on the bottom.
All mushrooms are bruised duds.
Some mushrooms are more dud-ier than others.
0
Options
Sir Landsharkresting shark faceRegistered Userregular
I just assume that Italy only has gelato in the sense of the style of ice cream, because they wouldn't make disgusting north american ice cream, which is much too free
For ice cream at the ice cream store, you only get italian style ice cream, but you do have a lot of ice cream on sticks and like ice cream tacos and those are also gelato
For example those Magnum premium ice creams on sticks are the same formulation in Italy and the US and are just gelato, and if you speak italian but go to the US and get Ben and Jerry's it would also be gelato....
But only when speaking in Italian. You wouldn't call that gelato in English, and in fact the word has a different, more restrictive meaning in English than Italian, and if you fall Ben and Jerry's gelato you are a pervert
+1
Options
TTODewbackPuts the drawl in ya'llI think I'm in HellRegistered Userregular
Depending on the specific Sicilian dialect, the item may be spelled:
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
I just assume that Italy only has gelato in the sense of the style of ice cream, because they wouldn't make disgusting north american ice cream, which is much too free
For ice cream at the ice cream store, you only get italian style ice cream, but you do have a lot of ice cream on sticks and like ice cream tacos and those are also gelato
For example those Magnum premium ice creams on sticks are the same formulation in Italy and the US and are just gelato, and if you speak italian but go to the US and get Ben and Jerry's it would also be gelato....
But only when speaking in Italian. You wouldn't call that gelato in English, and in fact the word has a different, more restrictive meaning in English than Italian, and if you fall Ben and Jerry's gelato you are a pervert
Yes. However, my original usage was "are you also focaccia or is that very low priority compared to ice cream?" (in response to "I am gelato"), which works both with gelato as a subset of ice cream, as per the expected american usage, or with gelato as synonymous with ice cream, as per the italian usage, which is not entirely inappropriate in this context given that Gooey is in Rome and I'm known to speak italian.
Steam, LoL: credeiki
+1
Options
Nova_CI have the needThe need for speedRegistered Userregular
user: I can't log into my email.
NBA2k Tech: OK have you tried [first.last@company.com]?
user: yes it doesn't work
NBA2k Tech: all right, the directions we sent say to try putting CORPDOM\username in the user field, did you try that?
user: yes, it doesn't work either!
NBA2k Tech: ok well email works on your phone, so we know the password is right. Let me share your screen and we'll see what's happening.
user:
I just got a call from a customer who says they've had no internet since July 24th.
It takes about 30 seconds to find out their internet works fine.
They've had no e-mail since July 24th.
And they have a gmail account, not an ISP provided one.
+4
Options
Sir Landsharkresting shark faceRegistered Userregular
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
I'm not fully understanding your question. You are turning a polynomial into a Taylor series right? A Taylor series is an infinite series by definition.
Please consider the environment before printing this post.
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
I'm not fully understanding your question. You are turning a polynomial into a Taylor series right? A Taylor series is an infinite series by definition.
On the left I have a closed form. Then I have its infinite series in sigma notation. Then I have its power series expanded as a polynomial.
Given the original closed form or the polynomial expansion, how do I write the series in sigma notation?
I just assume that Italy only has gelato in the sense of the style of ice cream, because they wouldn't make disgusting north american ice cream, which is much too free
For ice cream at the ice cream store, you only get italian style ice cream, but you do have a lot of ice cream on sticks and like ice cream tacos and those are also gelato
For example those Magnum premium ice creams on sticks are the same formulation in Italy and the US and are just gelato, and if you speak italian but go to the US and get Ben and Jerry's it would also be gelato....
But only when speaking in Italian. You wouldn't call that gelato in English, and in fact the word has a different, more restrictive meaning in English than Italian, and if you fall Ben and Jerry's gelato you are a pervert
Yes. However, my original usage was "are you also focaccia or is that very low priority compared to ice cream?" (in response to "I am gelato"), which works both with gelato as a subset of ice cream, as per the expected american usage, or with gelato as synonymous with ice cream, as per the italian usage, which is not entirely inappropriate in this context given that Gooey is in Rome and I'm known to speak italian.
ACCEPTABLE
+1
Options
TTODewbackPuts the drawl in ya'llI think I'm in HellRegistered Userregular
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
can you give an example problem, preferably with answer
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
if you mean "how do you get from the expanded infinite series to the sigma notation", then uh, I don't know how to explain it
at the last place I worked some asshole decided to be cute by naming an internal service 'contoso'
you mother fucker you
life's a game that you're bound to lose / like using a hammer to pound in screws
fuck up once and you break your thumb / if you're happy at all then you're god damn dumb
that's right we're on a fucked up cruise / God is dead but at least we have booze
bad things happen, no one knows why / the sun burns out and everyone dies
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
if you mean "how do you get from the expanded infinite series to the sigma notation", then uh, I don't know how to explain it
is that the part you're having trouble with?
Yes
0
Options
Sir Landsharkresting shark faceRegistered Userregular
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
I'm not fully understanding your question. You are turning a polynomial into a Taylor series right? A Taylor series is an infinite series by definition.
On the left I have a closed form. Then I have its infinite series in sigma notation. Then I have its power series expanded as a polynomial.
Given the original closed form or the polynomial expansion, how do I write the series in sigma notation?
The expansion you will just have to look at patterns. See what is increasing by every time, set that to some function of n, etc.
I agree with ppups in that we might be better able to guide you with an example you are struggling with.
Please consider the environment before printing this post.
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
I'm not fully understanding your question. You are turning a polynomial into a Taylor series right? A Taylor series is an infinite series by definition.
On the left I have a closed form. Then I have its infinite series in sigma notation. Then I have its power series expanded as a polynomial.
Given the original closed form or the polynomial expansion, how do I write the series in sigma notation?
if a polynomial can be written in a closed form at all wouldn't it necessarily be of finite degree?
as for the sigma notation, if you have a Taylor series it must be of the form:
where n! denotes the factorial of n and f(n)(a) denotes the nth derivative of f evaluated at the point a. The derivative of order zero of f is defined to be f itself and (x − a)0 and 0! are both defined to be 1. When a = 0, the series is also called a Maclaurin series.
Also chu not that this is helpful at all, but in my experience Taylor series are some of the most useful things to come out of calculus. Like some stuff from calc you don't use at all, but there are many irl situations where it's like, 'yo let's just use the first couple of terms of the Taylor series in order to represent this thing.' I guess what I am saying is that it's something to feel good about learning, unlike some other math things which are like, who cares about this at all outside this class...
credeiki on
Steam, LoL: credeiki
0
Options
Powerpuppiesdrinking coffee in themountain cabinRegistered Userregular
it is really hard to do this without an example but in general sigma is the big symbol, n=0 at the bottom, infinity at the top, and some equation that for a given value of n gives you on of the terms between the plus sign of the infinite series
so take two terms, the second and the third maybe, and write the third in terms of the second
that should give you the n parts of the interior of the sigma. the first term in the series gives you most of the rest. There's a little bit of inspection involved.
0
Options
TTODewbackPuts the drawl in ya'llI think I'm in HellRegistered Userregular
The trick to solving Taylor series is to be swift.
Bless your heart.
+4
Options
zepherinRussian warship, go fuck yourselfRegistered Userregular
...so this was a weird convo.
"Hey you were supposed to meet me today."
"We were?"
"Yeah you called the meeting 9 am then put it off cause you were trapped in an airport."
"Oh yeah, I can't remember why. Don't worry about it."
"So your not here to fire me? You're the hatchet man that's what you do."
"Man I am way to busy right now to deal with that."
"ok..."
+5
Options
Sir Landsharkresting shark faceRegistered Userregular
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
if you mean "how do you get from the expanded infinite series to the sigma notation", then uh, I don't know how to explain it
is that the part you're having trouble with?
Yes
the examples in your image link cover most of the types of patterns you should get. due to the definition of a taylor series you should expect to have some form of n in the exponent and some form of n or n! in the denominator. the rest should be some function of x that is repeating in every term. add a (-1)^n to the front if the sign flips every other term.
Sir Landshark on
Please consider the environment before printing this post.
+1
Options
AegisFear My DanceOvershot Toronto, Landed in OttawaRegistered Userregular
Posts
shark no
As do my brother and my father
I've got other fun stuff going on too but that one's responsible for most of my pain problems
NBA2k Tech: OK have you tried [first.last@company.com]?
user: yes it doesn't work
NBA2k Tech: all right, the directions we sent say to try putting CORPDOM\username in the user field, did you try that?
user: yes, it doesn't work either!
NBA2k Tech: ok well email works on your phone, so we know the password is right. Let me share your screen and we'll see what's happening.
user:
For ice cream at the ice cream store, you only get italian style ice cream, but you do have a lot of ice cream on sticks and like ice cream tacos and those are also gelato
For example those Magnum premium ice creams on sticks are the same formulation in Italy and the US and are just gelato, and if you speak italian but go to the US and get Ben and Jerry's it would also be gelato....
All mushrooms are bruised duds.
pleasepaypreacher.net
as are we all
Some mushrooms are more dud-ier than others.
oh you think you're better than us huh
But only when speaking in Italian. You wouldn't call that gelato in English, and in fact the word has a different, more restrictive meaning in English than Italian, and if you fall Ben and Jerry's gelato you are a pervert
muffuletta[5][6][7][8][9]
mufuletta[10]
muffiletta[6]
mufiletta[10]
muffulettu[7][9][11][12]
muffuletu[6]
muffulittuni[10]
muffulitteḍḍu[10]
This could be one of those brain power meme pictures.
https://imgur.com/a/AXFE2
I’m also fine using the ratio test to find most of the interval of convergence on the right. But I need to know how to describe the polynomial in infinite series sigma notation.
Help?
Yes. However, my original usage was "are you also focaccia or is that very low priority compared to ice cream?" (in response to "I am gelato"), which works both with gelato as a subset of ice cream, as per the expected american usage, or with gelato as synonymous with ice cream, as per the italian usage, which is not entirely inappropriate in this context given that Gooey is in Rome and I'm known to speak italian.
I just got a call from a customer who says they've had no internet since July 24th.
It takes about 30 seconds to find out their internet works fine.
They've had no e-mail since July 24th.
And they have a gmail account, not an ISP provided one.
I'm not fully understanding your question. You are turning a polynomial into a Taylor series right? A Taylor series is an infinite series by definition.
They're called gelati
and the gengars who are guiding me" -- W.S. Merwin
On the left I have a closed form. Then I have its infinite series in sigma notation. Then I have its power series expanded as a polynomial.
Given the original closed form or the polynomial expansion, how do I write the series in sigma notation?
I love the chili oil on these noodles
ACCEPTABLE
Beware the manicotti
for through their dark power comes the illuminati
#woke
can you give an example problem, preferably with answer
if you mean "how do you get from the expanded infinite series to the sigma notation", then uh, I don't know how to explain it
is that the part you're having trouble with?
at the last place I worked some asshole decided to be cute by naming an internal service 'contoso'
you mother fucker you
fuck up once and you break your thumb / if you're happy at all then you're god damn dumb
that's right we're on a fucked up cruise / God is dead but at least we have booze
bad things happen, no one knows why / the sun burns out and everyone dies
Yes
The expansion you will just have to look at patterns. See what is increasing by every time, set that to some function of n, etc.
I agree with ppups in that we might be better able to guide you with an example you are struggling with.
if a polynomial can be written in a closed form at all wouldn't it necessarily be of finite degree?
as for the sigma notation, if you have a Taylor series it must be of the form:
maybe italian ice cream when referring to specifically, well, italian ice cream
But DUE is the angry cat red lantern
so take two terms, the second and the third maybe, and write the third in terms of the second
that should give you the n parts of the interior of the sigma. the first term in the series gives you most of the rest. There's a little bit of inspection involved.
"Hey you were supposed to meet me today."
"We were?"
"Yeah you called the meeting 9 am then put it off cause you were trapped in an airport."
"Oh yeah, I can't remember why. Don't worry about it."
"So your not here to fire me? You're the hatchet man that's what you do."
"Man I am way to busy right now to deal with that."
"ok..."
the examples in your image link cover most of the types of patterns you should get. due to the definition of a taylor series you should expect to have some form of n in the exponent and some form of n or n! in the denominator. the rest should be some function of x that is repeating in every term. add a (-1)^n to the front if the sign flips every other term.
Booooooooooooooooooooooooooooooooooooo
Currently DMing: None
Characters
[5e] Dural Melairkyn - AC 18 | HP 40 | Melee +5/1d8+3 | Spell +4/DC 12