Solve -6*b5⁄11 - 166*b4⁄11 - 1316*b3⁄11 - 3136*b2⁄11 = 0 for b.

-16, -7, -14⁄3, 0

Factor a3⁄10 - 4761*a2⁄10 + 5587407*a/10 + 189605097⁄10.

(a - 2397)*2(a + 33)/10

Factor a3 + 224*a2 - 14252*a + 27600.

(a - 50)(a - 2)(a + 276)

Factor 8*b3 - 1068*b2 - 38840*b + 60636.

4(b - 163)(b + 31)*(2*b - 3)

Determine l so that -l**2⁄5 + 402376*l - 202383056720 = 0.

1005940

Factor -2*w3⁄3 - 2487104*w2⁄3 + 4974214*w/3 - 829036.

-2*(w - 1)*2(w + 1243554)/3

Determine s so that 5*s4⁄3 + 22180*s3⁄3 - 311845*s**2⁄3 - 511840*s - 400500 = 0.

-4450, -3, -1, 18

Factor 3*j4⁄4 - 7338*j3 + 35081241*j**2⁄2 + 1996559730*j + 222090741675⁄4.

3*(j - 4947)2*(j + 55)2⁄4

Determine d, given that 3*d**2 - 46737*d + 560412 = 0.

12, 15567

Factor -y3 + 15515*y2 - 387250*y.

-y(y - 15490)(y - 25)