Solve 2*k**2⁄5 - 22842*k/5 + 159796⁄5 = 0 for k.

7, 11414

Factor -2*y**2⁄7 - 164978*y/7 - 3958320⁄7.

-2(y + 24)(y + 82465)/7

Factor 11*y**2⁄3 + 284695*y + 77644⁄3.

(y + 77644)*(11*y + 1)/3

Factor -3*n3⁄4 + 20181*n2⁄4 - 1025076*n + 52882128.

-3(n - 6519)(n - 104)**2⁄4

Factor 3*p**2 - 32745*p - 65502.

3(p - 10917)(p + 2)

Determine f, given that 2*f**2⁄9 + 3572*f/9 + 1585376⁄9 = 0.

-962, -824

Factor -2*y3⁄9 - 3266710*y2⁄9 - 1333925911366*y/9 - 1333922644658⁄9.

-2(y + 1)(y + 816677)**2⁄9

Determine k so that -6845*k5⁄2 + 12765*k4 + 203375*k3⁄2 - 278430*k2 - 804600*k + 972000 = 0.

-4, -3, 1, 180⁄37

Factor -v3 + 51*v2 + 18322*v - 263760.

-(v - 157)(v - 14)(v + 120)

Factor b**2⁄5 + 26286*b/5 - 52576⁄5.

(b - 2)*(b + 26288)/5