y=

y=f(x)

Δώσε αριθμό

και πίεσε Enter

Μελέτη  της συνάρτησης

Πίνακας Τιμών

\begin{array}{}  x\ f(x) \ \end{array} 

Μηδενισμός

Ο = (-1.0380042369228695, 0.22825174160149955)
Ν = (-3.962774132378489, 1.3820153356018328)
a = -1.1 (slider from -1.5 to 2.5, step 0.1)
Α = (-0.7963247357597867, 0.17893168006575677)
Β = (1.311139963501277, 0.18694741975634066)
f(x) = x^(2) + 1
Εισ1 = Textfield(f)
Δ = (-3.3865605423888074, 2.4940870103857584)
Ε = (-2.528019974234265, 1.5605537284484836)
Ζ = (1.8344320476866511, -2.0320227174881955)
Η = (3.4414438803861804, -2.021167679326134)
Γ: (a, -0.5 * a^(2) + 2)
A: (a, -1.5 * a + 1)
X: {1}
A1 = 1
Εισ2 = Textfield(A1)
Y: {2}
A2: f(A1)
B1 = 10
Θ = (-3.335018642622161, -1.6853073899112483)
κείμενο14 = TableText({X, Y}, "c|_")
G: {(1, 2)}
Ι = Point(G)
Κ = Point(G)
Λ = Point(G)
Μ = Point(G)
K: f(X)
κείμενο1: "" + A1 + ""
κείμενο2: "" + A2 + ""
Π: (x(Ο), y(Ν))
Ξ: (x(Ν), y(Ο))
πολύγ1, ν, ξ, ο, π = Polygon(Ν, Ξ, Ο, Π)
Ο_1 = (5.639031426848984, 1.8041239675531742)
Ν_1 = (2.714261531393365, 2.9578875615535125)
Π_1: (x(Ο_1), y(Ν_1))
Ξ_1: (x(Ν_1), y(Ο_1))
πολύγ1_1, ν_1, ξ_1, ο_1, π_1 = Polygon(Ν_1, Ξ_1, Ο_1, Π_1)