Determine v so that 3*v3 - 15396*v2 + 184425*v - 537600 = 0.

5, 7, 5120

Factor 3*v**2⁄4 + 158337*v + 633345⁄4.

3(v + 1)(v + 211115)/4

Let 2*g5⁄13 + 362*g4⁄13 - 38*g3⁄13 - 6938*g2⁄13 - 10860*g/13 = 0. Calculate g.

-181, -3, -2, 0, 5

Find q, given that -4*q5 - 449*q4 - 2668*q3 - 1871*q2 + 3932*q + 1060 = 0.

-106, -5, -2, -1⁄4, 1

Let -3*p3 + 15024*p2 - 1688427*p + 1673406 = 0. What is p?

1, 114, 4893

Factor -2*i**2⁄11 - 306044*i/11 - 3978234⁄11.

-2(i + 13)(i + 153009)/11

Solve 2*m5 + 2878*m4 + 962608*m3 - 52228648*m2 + 744178560*m - 3210508800 = 0 for m.

-744, 10, 29

Find g such that 2*g**2 + 438474*g + 2192320 = 0.

-219232, -5

Factor f4 - 157207*f3 + 8237751588*f**2 - 143869582947024*f - 719553878176320.

(f - 52404)*3(f + 5)

Factor 2*k**2⁄11 - 3070*k/11 - 74832⁄11.

2(k - 1559)(k + 24)/11