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536 "Schalk II s.56 Bsp 73b (sqrt(x+1)+sqrt(4*x+4)=sqrt(9*x+9))"; |
536 "Schalk II s.56 Bsp 73b (sqrt(x+1)+sqrt(4*x+4)=sqrt(9*x+9))"; |
537 ------------------------------------------------------------------------------ |
537 ------------------------------------------------------------------------------ |
538 1. "sqrt (x + 1) + sqrt (4 * x + 4) = sqrt (9 * x + 9)" |
538 1. "sqrt (x + 1) + sqrt (4 * x + 4) = sqrt (9 * x + 9)" |
539 ... |
539 ... |
540 6. "13 + 13 * x + -2 * sqrt ((4 + 4 * x) * (9 + 9 * x)) = 1 + x" |
540 6. "13 + 13 * x + -2 * sqrt ((4 + 4 * x) * (9 + 9 * x)) = 1 + x" |
541 Subproblem["sq", "root", "univariate", "equation"] |
541 Subproblem["sq", "root'", "univariate", "equation"] |
542 ... |
542 ... |
543 6.6. "144 + 288 * x + 144 * x ^^^ 2 = 144 + x ^^^ 2 + 288 * x + 143 * x ^^^ 2" |
543 6.6. "144 + 288 * x + 144 * x ^^^ 2 = 144 + x ^^^ 2 + 288 * x + 143 * x ^^^ 2" |
544 Subproblem["normalize", "polynomial", "univariate", "equation"] |
544 Subproblem["normalize", "polynomial", "univariate", "equation"] |
545 ... |
545 ... |
546 6.6.3 "0 = 0" Subproblem["degree_0", "polynomial", "univariate", "equation"] |
546 6.6.3 "0 = 0" Subproblem["degree_0", "polynomial", "univariate", "equation"] |