Question

Parthhhhh

Answer 1

Yeah!

Answer 2

http://www.math.ysu.edu/~faires/Numerical-Analysis/Programs/programs/mathematica/

Answer 3

sorry my comp keeps crashing i have no clue y

Answer 4

ok so i need help with ALG023.MA

Answer 5

ok so i opened that and then evaluated the notebook

Answer 6

Yes, sure. They all load for me.

Answer 7

but when i type in the function then it just goes haywire

Answer 8

Wait a sec

Answer 9

Works for me well

Answer 10

You must type it, then Shift+Enter.

Answer 11

ill give u the function
\( \frac{1} {2} + \frac{x^2} {4} -xSin[x]-\frac{1} {2} Cos[2x] \)

Answer 12

ok so this is the function
and my initial approximation is 1.570796327

Answer 13

Tolerance is 10^-5

Answer 14

and number of iterations is lets say 45

Answer 15

Screen or text file?

Answer 16

screen

Answer 17

and then u want 2

Answer 18

All approximation, right?

Answer 19

yup

Answer 20

Yeah, it does go haywire. I have a reason for it by the way.

Answer 21

That's a whole lot number of iterations!

Answer 22

suppossed to be only 24 iterrations

Answer 23

OK... let's see now

Answer 24

I guess that it was too big for the screen, so I saved it in a text file.

Answer 25

ohhh maybe

Answer 26

Oh, what the hell? That's a big 18 MB. lol

Answer 27

You can try to get the output in a text file... maybe.

Answer 28

maybe we r entering it incorrectly

Answer 29

Yeah, maybe. =\

Answer 30

Who else knows mathematica?

Answer 31

@robtobey

Answer 32

I think that the output is too big for the screen, and therefore it crashes.

Answer 33

ohh maybe

Answer 34

@eliassaab

Answer 35

Or you sure that's the number of iterations?

Answer 36

maybe we shld do the tolerance level to 10^-3

Answer 37

Oh, this time, let's try to get just the answer, not the linear approximations.

Answer 38

ok good idea

Answer 39

No answer received. Just says "Newton's Method".

Answer 40

ugghhh that is stupid :((