Formeln von 2D-Figuren - (Flächen)
Figur Fläche Umfang Sonstiges
allgemeines Dreieck
A = 𝑔 ∙ ℎ2 = z.B.: c ∙ h𝑐2 U = a + b + c g = Grundlinie = a, b, c h = Höhe = ha; hb; hcrechtwinkliges Dreieck
A = 𝑎 ∙ 𝑏2 oderA = c ∙ h𝑐
2 U = a + b + c
a² + b² = c² c = √𝑎2+ 𝑏2 a = √𝑐2− 𝑏²
Gleichseitiges Dreieck
A = 𝑎² ∙ √34 U = 3 ∙ a ha = 𝑎 ∙ √32
Quadrat
A = a² oder A = d²2 U = 4 ∙ a d = a ∙ √2 a = 𝑑√2
Rechteck
A = a ∙ b U = 2 a + 2 bU = 2 ∙ (a + b)
Raute
A = 𝑒 ∙ 𝑓2 oder A = a ∙ ha U = 4 ∙ aParallelogramm
A = a∙ha oder A = b∙hb U = 2 a + 2 b U = 2 ∙ (a + b)Trapez
A = 𝑎+𝑐2 ∙h U = a + b + c + dDeltoid
A = 𝑒 ∙ 𝑓2 U = 2 a + 2 b U = 2 ∙ (a + b)regelmäßiges Sechseck
A = 3𝑎² ∙ √32 U = 6 ∙ a A = 6 ∙ A glsDr
Kreis
A = r² π U = 2 r π oder A = d πd = 2r r = 𝑑2
Kreissektor
A = r² π ∙ 𝛼360 U = 2 r π ∙ 𝛼
360