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nthroot

a:1149180417244418125...

b:2671969108665648326...

c:b*b*b;

Calculate

nthroot

nthroot(1209319087800...

Calculate

nthroot

a:1149180417244418125...

b:2671969108665648326...

c:b*b*b;

Calculate

nthroot

nthroot(2325343527608...

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nthroot-solve

a:nthroot(8,3) = 8;

solve(a,x);

Calculate

nthroot-solve

a:nthroot(8,3) = 8;

solve(a,x);

Calculate

nthroot-solve

a:nthroot(8,3) = 8;

solve(a,x);

Calculate

nthroot

nthroot (-8,3);

Calculate

nthroot

Run Example
(%i1)nthroot(11491804172444181259081639185433531873428209830735281297490383886067776902355837176329024063510863201082926260458546561747755211230550586623740503115730374306391436334240761322079736650235776396965666722164646292625005499605174920583970131011671128398778351871423416990028632537883783473421846267128206129849285880024073506463329070791532339262068878051787670061007630159906979423506222405835348342026339177257960575601080390300221182108279998786647289750647760591826178300183969866906825399945424923075311850662495694241226709814826491139286916857589242404313000340703494339337747218021535820622719557020009349618897,1);
(%o1) 114918041724441812590816391854335318734282098307352812974903838860677769\
023558371763290240635108632010829262604585465617477552112305505866237405031157\
303743063914363342407613220797366502357763969656667221646462926250054996051749\
205839701310116711283987783518714234169900286325378837834734218462671282061298\
492858800240735064633290707915323392620688780517876700610076301599069794235062\
224058353483420263391772579605756010803903002211821082799987866472897506477605\
918261783001839698669068253999454249230753118506624956942412267098148264911392\
86916857589242404313000340703494339337747218021535820622719557020009349618897
(%i2) 
Run Example
? nthroot;

 -- Function: nthroot (<p>, <n>)
     where p is a polynomial with integer coefficients and n is a
     positive integer returns q, a polynomial over the integers, such
     that q^n=p or prints an error message indicating that p is not a
     perfect nth power. This routine is much faster than `factor' or
     even `sqfr'.


(%o1)                                true
(%i2) 
Run Example
nthroot (8,3);
(%o1)                                  2
(%i2) 

Related Help

Help for Nthroot