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for quadratic equations ax2+bx+c=0, with roots p and q: (2)
p + q = -b/a
pq = c/a
for cubic equations ax3+bx2+cx+d=0, with roots p and q and r: (3)
p + q + r = -b/a
pq + rp + rq = c/a
pqr = -d/a
for quartic equations ax4+bx3+cx2+dx+e=0, with roots p and q and r and s: (4)
p + q + r + s = -b/a
pq + pr + ps + qr + qs + rs = c/a
pqr + pqs + qrs + qrs = -d/a
pqrs = e/a
for complex roots in a quadratic equation, how to expand brackets:
x2 -2(Re(z))x + mod z2