<

r1

Inequality

>=

<=

Polynomial

Reset

0

c = -2 (slider from -10 to 10, step 0.05)
f(x) = (x + 2)^(2) * (x - 3) * (x - 5)
rootlist: {Root[f]}
undef(x) = 1 / 0
ineq: f(x) < 0
r1 = Element(rootlist, 1)
R1open: r1
inputBox1 = Textfield(ineqSymbol)
C: (c, f(c))
D: (x(C), 0)
solutionNeg = If(f(x) < 0, 0, undef)
solutionPos = If(f(x) > 0, 0, undef)
r2 = Element(rootlist, 2)
r3 = Element(rootlist, 3)
r4 = Element(rootlist, 4)
R2open: r2
R3open: r3
R4open: r4
inputBox2 = Textfield(f)
R1white: r1
R2white: r2
R3white: r3
R4white: r4
pieceNeg = If(f(x) < 0, f)
piecePos = If(f(x) > 0, f)