Factor 0 - 3⁄8*j4 - 45⁄8*j3 - 93⁄4*j**2 - 27*j.

-3j(j + 2)(j + 4)(j + 9)/8

Let q(s) be the third derivative of -2⁄9*s3 + 0 - 1⁄90*s5 + 0*s - 1⁄12*s4 + 51*s2. Let q(f) = 0. Calculate f.

-2, -1

Let o be (-177)/((-33)/6 - -4). Let k = o + -54. Find j such that -k*j5 - 20*j4 - 17*j2 + 10*j2 - 36*j3 + 3*j2 - 76*j**4 = 0.

-1, -1⁄4, 0

Let k(p) be the first derivative of -48⁄5*p2 + 14⁄5*p3 + 19 - 384⁄5*p - 3⁄20*p**4. Solve k(z) = 0.

-2, 8

Factor 201*o3 - 3365*o + 1680*o - 102*o2 - 3*o5 + 1685*o - 96*o4.

-3*o2*(o - 1)2*(o + 34)

Let d = 231 + -228. Factor -4*o2 - 16*o2 + 3*o3 + 20*o + 0*o3 + 5*o4 - 8*od.

5o(o - 2)(o - 1)(o + 2)

Suppose 5*r + 32 = -78. Let s = r - -27. Factor 11*us + 4*u4 + 4*u4 - 15*u5.

-4*u*4(u - 2)

Let t(x) = 25*x4 + 115*x3 - 180*x2 + 35*x - 5. Let h(d) = -13*d4 - 57*d3 + 91*d2 - 19*d + 2. Let y(l) = -5*h(l) - 2*t(l). Factor y(q).

5q(q - 1)(q + 5)(3*q - 1)

Let d(u) be the first derivative of u4⁄6 - 22*u3⁄3 - 48*u**2 - 296*u/3 - 1538. Factor d(l).

2(l - 37)(l + 2)**2⁄3

Let q(k) be the second derivative of 0 + 73*k + 0*k2 - k4 + 1⁄15*k6 + 11⁄20*k5 - 1⁄42*k7 + 0*k3. Let q(h) = 0. What is h?

-3, 0, 1, 4