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Previous ProblemProblem ListNext Problempoint) Write the first four terms of the binomial expansion of (a _ 26)12_AnswerPreview My AnswersSubmit AnswersYou have att...

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Previous ProblemProblem ListNext Problempoint) Write the first four terms of the binomial expansion of (a _ 26)12_AnswerPreview My AnswersSubmit AnswersYou have attempted this problem time_ Your overall recorded score is 0%_ You have 9 attempts remaining:Email instructor

Previous Problem Problem List Next Problem point) Write the first four terms of the binomial expansion of (a _ 26)12_ Answer Preview My Answers Submit Answers You have attempted this problem time_ Your overall recorded score is 0%_ You have 9 attempts remaining: Email instructor



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Terms of a Binomial Expansion Find the indicated terms in the expansion of the given binomial. $$ \begin{array}{l}{\text { The first three terms in the expansion of }} \\ {\qquad\left(x+\frac{1}{x}\right)^{40}}\end{array} $$

So within this expression, too expensive. Let's go ahead and do that. So the first turn is to choose zero off to X to depart to my industrywide the Barrel Joe Waas to True one two Extra power one minus Really want to give her one plus two truth, too. Two extra part industry leading to the power off two. So let's go ahead. Explain that. That's because one very close to four square like someone who the person was four square to choose one. That's too what two experts to X. That's negative. Three. What? So the most was having minus 12 x y This is one. This one. This is no wise for so close. Why nine? Why square? That's my answer.

What does question would give me this expression to expend? So that's how it had the bottle. So any because the force of my first time, misfortune zero and my ex score. So that's expired. Two are on my B is one. So once a part of Israel next plus torches one that's square to depart Elstree one To depart one plus four, choose to square to borrow two. Once reported to shoes Juri X Square to the part of one one to the Party of three. Last month. One quart truce for X squared to the part of General and one to report. Okay, so that's cool. Headed for that now. Fortune zero. That's one. This is extra part beat. That's once local. First time it's extra turtle. This is for this is extra. Car six. This is once too small to be a plus four x two parts. It's fortune to his six x Square squared as extra Part four. This is one to this, most about to be a plus. Six. Executed Part one. Which history is four x squared part one That X square. This is one with this most like to be a plus four X Square, which is where is one? The next spread to cars rose. One wanted power is still one, so this is still one. Confront one that's us once again.

We need to find the 1st 3 rounds off the expansion X plus one by X. For this, we will be using the formula off a plus B plus to the power and hundreds for Malave and see you it is to the border. Plus moving ahead with a clear and sieben on AIDS to the poor and minus one for me on an assembly We moved to the last time on the last control toe and see it on here. Get readers to the power Just will be applying this formula in this question Onda putting the values what we get reject the value off this explicit by access to the poor 40. And we need to get the first first three dumps. Okay, so getting the 1st 3 dogs is something like, we'll go for and sees you first. Okay, so here we have the value off. And as for you, so expected toe directly for So they using 40 c zero. Okay. And it is to the border is X minutes access to the board 40. This is our 1st 0 no. Second Thomas for to see one for deceiving and a rest uber and minus one means access to the bar 40 minus When that is tonight multiplied, baby, So be is run by ex multiplied by one day X This is our 2nd 1/3 time's coming for toe before Kisito and excellence to report it multiplied by one by X squared are simplifying this We get the value of 40 c zero. This Scully becomes one for becomes exodus to the poor 40 And we only needed The first trip comes so expansion is something like this and the forced returns our own leaders. So it becomes first time becomes expressed with power 40. Okay. And 2nd 2nd comes, comes up to be It began 40 access to the poor 38. Okay. And the third does comes upto for PC two and its value is 780. 180 it becomes sexist. Cookbook Tartus six Hence, these are the 1st 3 tons in the expansion. This is forced on or stop. This is second Had this is the took down

Pressure is asking about the 1st 3 terms off the binomial expansion of the given town X Esquire plus one to the power 16 now by the bio meal Kiram. Let's expand this so six pain C zero multiplied by excess quietly politics being plus six pain see one multiplied by excess quietly power 15 multiplied by one to the power one plus six pain See two multiplied by X Esquire to the power 14 multiplied by one to the power to now. By this investigation, we can write it as 16. C zero is one, and that's Esquire to the politics. Steinitz Extreme Power 32 plus 16 C one is 16 on Lee, and excess quietly Back Pain is extremely power. 30 plus six pain. Sito is 1 20 and that is quietly. About 19 is 38. So extremely power 38. So these are the 1st 3 times off the given some and be given bio meal expansion and answer of this question


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