Factor -213/4*p + 15/4*p**2 + 183/2.

Let n(k) be the second derivative of 54*k + 0 - ²⁄₃*k4 - 10*k2 + ¹⁴⁄₃*k**3. Factor n(w).

-4(w - 1)(2*w - 5)

Let x(l) be the second derivative of l⁶⁄₂₀ - 9*l⁵⁄₄₀ - 19*l⁴⁄₄ - 6*l3 + 48*l**2 - 1564*l. Let x(a) = 0. Calculate a.

-4, -2, 1, 8

Let w be (-14 - 2)/4 + 7. Let b be -1 - (-4 + -3 + w). Let -459*n3 + 5*n4 - 15*n2 + 459*nb + 10*n = 0. What is n?

-2, 0, 1

Let i(w) = w - 6. Let j be i(0). Let t be -8(-2)/100(-30)/j. Factor ⁸⁄₅*z2 + t*z4 + ¹⁶⁄₅*z**3 - ¹⁶⁄₅*z - ¹²⁄₅.

4(z - 1)(z + 1)*2(z + 3)/5

Find d, given that -¹⁵⁶⁄₇*d - ¹⁸³⁄₇*d2 + 0 - ²⁴⁄₇*d3 + ³⁄₇*d**4 = 0.

-4, -1, 0, 13

Let m = ⁵⁸⁰⁰⁹³⁄₃₇₉₈₃ + ¹⁄₃₄₅₃. Factor ¹⁴⁴⁄₁₁ + ¹⁄₁₁*y3 + m*y + ²⁵⁄₁₁*y2.

(y + 1)*(y + 12)**²⁄₁₁

Let q be 14/(⁶³⁰⁄₁₆₅) - (-3)/(-1). Let x(y) be the first derivative of ⁴⁄₉*y - ⁵⁄₁₈*y4 + ¹⁴⁄₄₅*y5 + ⁵⁄₉*y2 - q*y3 - 9. Find p, given that x(p) = 0.

-1, -²⁄₇, 1

Factor 4*f + ¹⁰⁄₇ + ⁸⁄₇*f3 + ²⁶⁄₇*f2.

2*(f + 1)*2(4*f + 5)/7

Let w(f) = 14*f2 + 204*f - 33. Let p® = -38*r2 - 606*r + 100. Let s(k) = -5*p(k) - 16*w(k). Let s(l) = 0. Calculate l.

-7, ²⁄₁₇

Factor -⁴⁸⁄₅ - ²⁷⁄₅*i2 - ⁷²⁄₅*i - ³⁄₅*i3.

-3(i + 1)(i + 4)**²⁄₅