I have looked all over for a program that will factor
things like
x^4+3x^3+2X+5 into (?+?)(?+?)
Any help?
Factoring Program
Started by
js737
, Sep 14 2006 04:08 PM
9 replies to this topic
#2
Master MC
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Posted 14 September 2006 - 09:14 PM
That would revolutionise my mathematic skills.
I hope it can be done, I've got a feeling the calculator has to use brute force. Which is not very satisfying.
I hope it can be done, I've got a feeling the calculator has to use brute force. Which is not very satisfying.
#3
kucalc
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Posted 14 September 2006 - 11:34 PM
Try looking at this link from Charlie Watson's website: http://www.charliewa...fx/prog_cfx.cat
It contains programs for multiplying polynomials (which is what you want I guess....), dividing, etc.....
It contains programs for multiplying polynomials (which is what you want I guess....), dividing, etc.....
#4
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Posted 15 September 2006 - 12:02 AM
nope, factorizing is to fully decompose a polynomial in it's basic factors.It contains programs for multiplying polynomials (which is what you want I guess....), dividing, etc.....
you have a CFX calc js737. then, surely you can solve poyinomials at least grade 3 (?). so you need to program any numerical method for polynomial root finding (ie Bairstow method). A sweet solution is graphing the poly and finding the zeros via the solve function built in the graph mode. then build the factorization by hand
#5
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Posted 15 September 2006 - 12:24 AM
I wonder if this can help you though, it can factorize only quadratics (power 2): http://www.charliewa...io/casprog.html
Look for QUADSOLV
Look for QUADSOLV
#6
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Posted 15 September 2006 - 12:21 PM
It's easy for degrees 3 and 2, possible for degree 4 if you know one root, beyond, it's getting tough.
for degrees 3 and 2, and degree 4 (if you know one root), you don't really need a program.
The factors are (x-root 1)(x-root 2) etc.
for degrees 3 and 2, and degree 4 (if you know one root), you don't really need a program.
The factors are (x-root 1)(x-root 2) etc.
#7
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Posted 16 September 2006 - 02:58 AM
Code bairstoooow, code bairstoooow!. I know what i mean, Code Bairstow.
#8
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Posted 16 September 2006 - 01:51 PM
The soluion of equation of any degree from -4 to 4 can solve by hand a little easily, the higher degree cant solve in some cases.
#9
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Posted 16 September 2006 - 08:33 PM
What method?
#10
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Posted 17 September 2006 - 03:00 AM
Eqn4: Factor to 2 equation degree2, that's simple.
Eqn3: Canado and some else.
Eqn3: Canado and some else.
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