P(x)=α_4x^4+α_3x^3+α_3x^2+α_2x^2+α_x+α_0

f(x)=α_4x^4+α_3x^3+α_3x^2+α_2x^2+α_x+α_0

Q(x)=β_4x^4+β_3x^3+β_3x^2+β_2x^2+β_x+β_0

α_1 = -5 (slider from -30 to 30, step 1)
α_{2} = -2 (slider from -30 to 30, step 1)
α_{3} = 1 (slider from -30 to 30, step 1)
α_{4} = 0 (slider from -30 to 30, step 1)
α_{0} = 6 (slider from -30 to 30, step 1)
β_{1} = 0 (slider from -30 to 30, step 1)
β_{2} = 0 (slider from -30 to 30, step 1)
β_{3} = 0 (slider from -30 to 30, step 1)
β_{4} = 0 (slider from -30 to 30, step 1)
β_{0} = 0 (slider from -30 to 30, step 1)
P(x) = (α_{4} * x^(4)) + (α_{3} * x^(3)) + (α_{2} * x^(2)) + (α_1 * x) + α_{0}
κείμενο1 = LaTeX(P, true, true)
Q(x) = (β_{4} * x^(4)) + (β_{3} * x^(3)) + (β_{2} * x^(2)) + (β_{1} * x) + β_{0}
κείμενο3 = LaTeX(Q, true, true)
Α = Intersect(Q, xAxis, 1)
Β, Γ, Δ = Intersect(P, Q)
κείμενο4: "A" + Β + ""
κείμενο5: "Β" + Γ + ""
κείμενο6: "Γ" + Δ + ""