Suppose 0*q + 2*q - 10 = 0. Factor -9 + 11*j3 - 37*j - 9*j3 - q*j3 - 31*j2.

-(j + 1)(j + 9)(3*j + 1)

Let t be (-4)/(-10) + (-4)/10. Let n be (456⁄81 - 6)*-6. Find f, given that -n*f2 + t + 2⁄9*f3 + 50⁄9*f = 0.

0, 5

Let s = -15 - -19. Determine x so that -16*x - s*x3 + 16*x2 + 13241 - 13241 = 0.

0, 2

Let l(o) be the second derivative of 5⁄24*o3 - 1⁄4*o2 - 1⁄80*o5 + 1 + 1⁄120*o6 - 1⁄16*o**4 + 8*o. Factor l(b).

(b - 1)*3(b + 2)/4

Let v(t) be the second derivative of -52*t + 8⁄55*t5 + 64⁄11*t2 - 21⁄22*t4 + 2 - 1⁄165*t6 - 16⁄33*t**3. Determine f so that v(f) = 0.

-1, 1, 8

Let u(d) be the second derivative of -d7⁄35 + 27*d6⁄50 - 219*d5⁄100 + 11*d4⁄10 + 42*d3⁄5 - 12*d2 + 417*d + 1. Find v such that u(v) = 0.

-1, 1⁄2, 2, 10

Let p(v) be the second derivative of 30*v2 + 0 + 80⁄3*v3 + 45⁄4*v4 + 5⁄4*v5 + 68*v - 1⁄2*v6 - 5⁄42*v7. Find g, given that p(g) = 0.

-2, -1, 3

Let f(z) be the second derivative of 0*z4 + 1⁄110*z5 + 0*z2 + 0 - 54*z + 1⁄165*z6 + 0*z**3. Determine l, given that f(l) = 0.

-1, 0

Let w be ((-46)/(-4))/(9223⁄3208). Determine j, given that 15*j - 5*j3 - 5⁄4*jw + 5⁄2*j**2 - 45⁄4 = 0.

-3, 1

Let m(s) be the third derivative of s7⁄420 + 19*s6⁄240 + 19*s5⁄40 - 319*s4⁄48 + 121*s3⁄6 + 1107*s2. Determine u, given that m(u) = 0.

-11, 1, 2