ΤΡΟΧΙΕΣ

Αρβανιτίδης Συμεών
Μαθηματικός

t = 0 (slider from 0 to 5, step 0.1)
A1: (t - 1, t + 2)
A2: ((3 * t), (3 * t) - 1)
Α = (-1, 2)
Β = (3, 6)
Γ = (0, -1)
Δ = (12, 11)
ζ = Line(Α, Β)
ε = Line(Γ, Δ)
Ε = (7, 10)
Ζ = (9, 8)
η = Line(Ε, Ζ)
A3: (4 + (3 * t), 13 - (3 * t))
Η = (-20, -15)
Θ = (-20.11404523849311, 17.489888138329945)
a = false
Π = (4, 13)
Ι = (13.787416012883584, 16.290351009805175)
Ο = Intersect(yAxis, xAxis)
Κ = Corner(1)
Λ = Corner(2)
Μ = Corner(4)
Ν: (x(A3) - 3, y(A3) + 3)
Ξ: (x(A2) - 3, y(A2) - 3)
Ρ: (x(A1) - 3, y(A1) - 3)