Let k5⁄6 + 52551*k4⁄2 + 157651*k3⁄3 - k2⁄3 - 105101*k/2 - 157651⁄6 = 0. What is k?

-157651, -1, 1

Factor 6197*k4 - 18555*k3 - 108*k**2.

k*2(k - 3)*(6197*k + 36)

What is s in -2*s**2⁄7 - 23658*s/7 + 2602484⁄7 = 0?

-11938, 109

Factor -a3⁄2 + 334013*a2⁄2 - 668020*a + 668018.

-(a - 334009)*(a - 2)**2⁄2

Determine d so that -1587*d**2 + 10832172*d - 18483924108 = 0.

78494⁄23

Solve -11374*k4⁄9 + 465476*k3 - 1344136*k**2⁄9 + 8176*k + 5888⁄9 = 0 for k.

-2⁄47, 2⁄11, 368

Factor 87*v**2⁄2 - 249*v - 41820.

3(v - 34)(29*v + 820)/2

Let j5 + 35*j4 - 894*j3 + 16*j2 + 28832*j + 49920 = 0. What is j?

-52, -4, -2, 8, 15

Let -i5 - 123922*i4 + 371774*i3 - 123928*i2 - 371773*i + 247850 = 0. Calculate i.

-123925, -1, 1, 2

Find y, given that 3*y4⁄5 - 17109*y3 + 769734*y**2⁄5 - 2052492*y/5 + 342072 = 0.

2, 5, 28506