Suppose 35*v3⁄3 - 102450*v2 - 615015*v - 922680 = 0. What is v?

-3, 61512⁄7

Solve -2*r5⁄5 + 1208*r4⁄5 + 240014*r3⁄5 + 11878636*r2⁄5 + 117678792*r/5 + 65740752 = 0 for r.

-77, -6, 770

Factor -2*h4 + 130996*h3 + 786024*h**2 + 1572080*h + 1048064.

-2(h - 65504)(h + 2)**3

Solve -3*s4 - 76434*s3 + 152883*s**2 + 76434*s - 152880 = 0 for s.

-25480, -1, 1, 2

Factor 7*n**2⁄5 + 4334129*n/5 + 1238322⁄5.

(n + 619161)*(7*n + 2)/5

Solve -27*u5 - 2070*u4 - 22476*u3 - 36360*u2 + 80928*u - 30720 = 0 for u.

-64, -10, -4, 2⁄3

Solve 4*i5 - 5084*i4⁄3 + 135020*i3⁄3 + 339452*i2⁄3 + 97960*i/3 = 0 for i.

-2, -1⁄3, 0, 31, 395

Determine j so that 2*j**2⁄5 + 2572*j/5 - 3547984⁄5 = 0.

-2122, 836

Factor -4*c**2⁄5 - 21928*c/5 - 1579428⁄5.

-4(c + 73)(c + 5409)/5

Solve -3*b5⁄8 + 22659*b4⁄8 - 13977963*b3⁄2 + 5262953244*b2 + 915534948732*b + 2699049334986 = 0.

-142, -3, 2566