(12C Platinum) Cubic Equation
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02-05-2019, 06:09 AM
Post: #6
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RE: (12C Platinum) Cubic Equation
(02-05-2019 04:24 AM)Gamo Wrote: Can the guess be negative integer? It appears that you can't solve for negative roots. But you can just do a transformation: \(x \rightarrow -x\) This transforms the equation to: \(2x^3 + 3x^2 - 4x - 5 = 0\) Enter coefficients: 2 CF0 3 CFj -4 CFj -5 CFj Enter guess: 1 R/S 1.3508 And then transform the result back again to get the solution of the original equation: -1.3508 Cheers Thomas |
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Messages In This Thread |
(12C Platinum) Cubic Equation - Gamo - 01-12-2019, 09:27 AM
RE: (12C Platinum) Cubic Equation - Albert Chan - 01-12-2019, 01:39 PM
RE: (12C Platinum) Cubic Equation - Albert Chan - 02-04-2019, 04:10 PM
RE: (12C Platinum) Cubic Equation - Thomas Klemm - 02-04-2019, 08:13 PM
RE: (12C Platinum) Cubic Equation - Albert Chan - 02-05-2019, 10:24 PM
RE: (12C Platinum) Cubic Equation - Gamo - 02-05-2019, 04:24 AM
RE: (12C Platinum) Cubic Equation - Thomas Klemm - 02-05-2019 06:09 AM
RE: (12C Platinum) Cubic Equation - Thomas Klemm - 02-05-2019, 06:20 AM
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