Factor d3⁄3 + 177152*d2⁄3 + 7845530621*d/3 - 15691769858⁄3.

(d - 2)*(d + 88577)**2⁄3

Solve z4⁄3 - 1974472*z3⁄3 + 433171294806*z**2 - 285095586216905840*z/3 + 285094286704995893⁄3 = 0 for z.

1, 658157

Solve 3*u4 + 2340*u3 + 607329*u**2 + 52245060*u - 52854732 = 0.

-266, -249, 1

Solve -3*s**2⁄5 + 4932171*s/5 = 0 for s.

0, 1644057

Factor -c**2 - 60150*c - 240584.

-(c + 4)*(c + 60146)

Solve -4*u**2 + 83320*u + 2670336 = 0.

-32, 20862

Factor -i**2⁄3 - 9244*i - 304931⁄3.

-(i + 11)*(i + 27721)/3

Suppose -35*q**2 + 46824635*q + 13378470 = 0. Calculate q.

-2⁄7, 1337847

Determine z, given that 2*z3 + 1148620*z2 + 9188864*z + 18377664 = 0.

-574302, -4

Factor -a3⁄4 - 349*a2⁄2 + 29879*a/4 - 77595.

-(a - 21)(a - 20)(a + 739)/4