Exercise 1 matte 4 NTNU, Exercises of Mathematics

Exercise 1 matte 4 NTNU, mandatory exercise

Typology: Exercises

2021/2022

Uploaded on 10/26/2023

lukas-dalhaug
lukas-dalhaug 🇳🇴

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aAG 43622x Taylor is given By
FRett12 2flat Ff xatff xat Ixåt
24 12 fl i
I12
fx24
1st 9tx112 3
and a1st LEG I12 313 F2x t1
12 313 226 13
13 214 10
3rd a2nd If xP13 214 10 GX3231
BI 14 10 6318 218 3
635247
4th a3rd 2,4 i6352474144362txt
2325
BgGnext 110
10
gxx115 oo
I1
C1XI 2i
32
glx 21 153 46
944 61 154
pf3
pf4
pf5

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a

AG 4

3

2

2x

Taylor is (^) given By F Rett^12 2 flat^ Ff x a tff x (^) at I x åt (^24 12) fl i I (^12) f x^24 1st 9 t^ x^1 12 and a^ 1st^ LEG I^ 12 3 13 F^ 2x^ t (^1)

2

13

3rd (^) a 2nd If x (^) P 13 2

14 10 G^ X^3

2 3 1 BI 14 10 6 3 18 2 18 3 6

(^4 ) 4th a^ 3rd^ 2, i 6 3 5 2 (^4 7 )

4

6 2 txt 2

5

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g G next^ 1 1 0 gå

g x x^115 o^ o I 1

C^1 XI^2 i

glx 21

944 61

Pas o

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oj

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Taylor

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ut

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E

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2h

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resultater fra 2a

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dette er åpenbart tatt^ resultat fra far i

betraktning ein^ feil estimat eh 4E.EE ia S2ei.hjj.Iys

UX KOSCITY^ Tx^ sin^ Tx^ Har^ brukt^ GEO^ GEBET

FOR DERIVASJON

4 E G21Tsin UX cos^ TX

Uk 2U G HU^ CD Co^ SCH IT^ Dsin^ Ctx GED

Vi har^ da^ bekreftet^ det vi^ skulle^ bekrefte diett vi^ i^ 2mi^ thai^ in (^0) Følge fra^ central^ difference theory Vet ikke^ om det^ var^ dette (^) du (^) ville ha men Vi (^) vil ha noe^ slikt 1 95 EI NY ny Punkter (^) valgt tilfeldig

I (^) Is I Disse^ unetennyfases Bytaylor expansion (^) we herethet^ y yen (^) yk n

2g

G Oli k g glxth yt^ f 2h 01h

Cant seem^ to^ find^ the^ correct^ notes