however the solution presented is for each part of the polynomial:
>> solve((1211*x^6)/2500 + (9953*x^5)/10000 + (193*x^4)/125 - (681*x^3)/200 - (9549*x^2)/10000 + (3117*x)/1000 + 304/25 == 0,x) ans = root(z^6 + (9953*z^5)/4844 + (3860*z^4)/1211 - (17025*z^3)/2422 - (9549*z^2)/4844 + (15585*z)/2422 + 30400/1211, z, 1) root(z^6 + (9953*z^5)/4844 + (3860*z^4)/1211 - (17025*z^3)/2422 - (9549*z^2)/4844 + (15585*z)/2422 + 30400/1211, z, 2) root(z^6 + (9953*z^5)/4844 + (3860*z^4)/1211 - (17025*z^3)/2422 - (9549*z^2)/4844 + (15585*z)/2422 + 30400/1211, z, 3) root(z^6 + (9953*z^5)/4844 + (3860*z^4)/1211 - (17025*z^3)/2422 - (9549*z^2)/4844 + (15585*z)/2422 + 30400/1211, z, 4) root(z^6 + (9953*z^5)/4844 + (3860*z^4)/1211 - (17025*z^3)/2422 - (9549*z^2)/4844 + (15585*z)/2422 + 30400/1211, z, 5) root(z^6 + (9953*z^5)/4844 + (3860*z^4)/1211 - (17025*z^3)/2422 - (9549*z^2)/4844 + (15585*z)/2422 + 30400/1211, z, 6) whereas I want a single X value for y = 0
Will someone tell me the correct command?
g.
Best Answer