Newton's Method

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Newton's Method

Postby asimon2005 » Wed Nov 04, 2009 8:07 pm

Use Newton's method to approximate the indicated root of the equation correct to six decimal places.

14. The root of 2.2x^5 - 4.4x^3 + 1.3x^2 - 0.9x - 4.0 = 0 in the interval [-2,-1]

16. The positive root of 2 cos x = x^4
asimon2005
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Re: Newton's Method

Postby Subhotosh Khan » Wed Nov 04, 2009 8:56 pm

asimon2005 wrote:Use Newton's method to approximate the indicated root of the equation correct to six decimal places.

14. The root of 2.2x^5 - 4.4x^3 + 1.3x^2 - 0.9x - 4.0 = 0 in the interval [-2,-1]

16. The positive root of 2 cos x = x^4


This is your 34 th post and you have posted many problems - without a single line of work.

Eventually, somebody might do the problems for you - at your command.

Not me - you need to show work.

I could have given you useful hints to complete your assignment - if you had shown some effort. Now you have to wait for that gullible person to do your bidding.
In mathematics, you don't understand things. You just get used to them ......John von Neumann
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Re: Newton's Method

Postby BigGlenntheHeavy » Thu Nov 05, 2009 12:28 am

asimon2005, taking Subhotosh Khan's lead, I curious, do you suffer from a mental impairment?

Perhaps, you should pursue a career in basket weaving instead of one of the hard sciences.

The above problem you posed, the first one, is a polynomial. Do you know how to find the derivative of a polynomial?

You are also given to find the zero between -2 and -1. What do you think, is -1.5 a good place to start?

If you have a calculator, with a memory bank, then a problem like this should be small potatoes, unless you are suffering from a mental affliction as I pondered above.
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