What is v in v**5/3 + 1538*v**4/3 + 567769*v**3/3 - 18198620*v**2/3 + 95854976*v/3 + 710542336/3 = 0?

Let -5329*d³⁄₂ - 975426*d2 - 160317*d/2 - 1647 = 0. What is d?

-366, -³⁄₇₃

Factor u**²⁄₆ - 258*u + 25920.

(u - 1440)*(u - 108)/6

Factor 4*l3 - 157393*l2 + 3814452*l - 943776.

(l - 39324)(l - 24)(4*l - 1)

Factor 3*u3 - 747*u2 - 226740*u + 227484.

3(u - 426)(u - 1)*(u + 178)

Factor 845*i4 + 64805*i3 + 1656480*i**2 + 14112000*i.

5i(i + 25)*(13*i + 336)**2

Factor 2*z**²⁄₁₁ - 7889312*z/11 + ^{7780155479168}⁄₁₁.

2*(z - 1972328)**²⁄₁₁

Factor 2*m**²⁄₉ + 35168*m/3 - 105522.

2(m - 9)(m + 52761)/9

Factor 4*g3 - 118320*g2 - 4*g + 118320.

4(g - 29580)(g - 1)*(g + 1)

Solve -361*f⁵⁄₄ - 91827*f⁴⁄₂ + 24647*f³⁄₂ + 119633*f2 + 295827*f/4 + ²⁴⁹⁴¹⁄₂ = 0.

-509, -1, -⁷⁄₁₉, 2

Determine c so that -c5 + 15*c4 + 1382*c3 - 10092*c2 - 14152*c + 22848 = 0.

-34, -2, 1, 8, 42