In 1545, a method of solving a cubic equation of the form x 3 + mx =
Question:
In 1545, a method of solving a cubic equation of the form x3 + mx = n, developed by Niccolo Tartaglia, was published in the Ars Magna, a work by Girolamo Cardano. The formula for finding the one real solution of the equation is
x3 + 15x = 124
Transcribed Image Text:
2 2 3 n n -n m + ()*+G) -+ G* +G) 3 3 x = 2 3 2 3 m 3
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x34 e e e e For x3 15x124 m 15 and n 124 Su...View the full answer
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Related Book For
College Algebra
ISBN: 978-0134697024
12th edition
Authors: Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
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