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What is the quickest way to solve a Khayyàm equation when b is not a square number?
Consider: x³ + 7x = 606,087.936,
( x³ + 5x = 132906...)
using the best algorithm, how many operations are required to find the solution ( x = 84.6, 51... ) ?
If we regard it as a reduced/depressed form, is it possible to find the original equation (or are there more than one) having the same solution?
Consider: x³ + 7x = 606,087.936,
( x³ + 5x = 132906...)
using the best algorithm, how many operations are required to find the solution ( x = 84.6, 51... ) ?
If we regard it as a reduced/depressed form, is it possible to find the original equation (or are there more than one) having the same solution?
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