#HELP

50 messages · Page 1 of 1 (latest)

hot night
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What’s your andeee to a

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Answer

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I cba to do it

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Ok well every term after the “2” is negative

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And if the full expansion to ∞ tends to the answer

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Then your answer is going to get smaller and smaller by a little bit for each expansion

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So it must be an overestimate

solid blaze
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ngl i dont understand

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i dont even recall learning this

hot night
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Like if the answer is 1.73

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Then let’s say the term is expanded to second order

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So just first 2 terms

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Then you might get like 1.81

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For first 3 terms might be like 1.76

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4th: 1.74 etc….

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Well the answer is sqrt3 =1.732 and so on

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So for every additional term, the number you have gets slightly smaller towards √3

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Because all the terms are bagtige

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Negative after the first

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Well you can but that’s not you giving an explanation like the q wants

solid blaze
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it says " the student uses this expansion with x=1/9! so i assumed we substitue 1/9

hot night
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It’ll make it clear it’s an overestimate tho

solid blaze
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why would they give me 1/9

hot night
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Well I’ve not done part a tho I’d assume you’d get something in the form of a(1+bx)^½ where substituting 1/9 in gives √3 or smthn

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Gimme a sec

upbeat stag
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because it says without doing any calculations

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so you're meant to tell based on the expansion

upbeat stag
hot night
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Ye you just get √3 when you sub it in the a(1+bx)^n form

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So subbing in 1/9

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If you expanded until you had infinite terms for this q

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It would give √3

solid blaze
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waht

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im confused

hot night
solid blaze
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i cant read what u wrote for the last to secon dpart

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what does that say

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x=?

hot night
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If x = 1/9

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I just subbed it in

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And you’ll get the fraction = √3

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Well sqrt(4 - 9 (1/9)) does give just √ 3

hot night
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If you expanded 2(1-9x/4)^½ to ∞ where x = 1/9

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So all these terms

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The sum of all these infinite terms will be = √3

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Do you get that

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After all, that’s like the entire point of the binomial expansion

solid blaze