Se connecter
Chercher
Contour
Preliminary Extension 1 Mathematics
Equal arcs on circles of equal radii subtend equal angles at the centre, and conversely, equal angles at the centre subtend equal arcs on circles of equal radii.
Preliminary Extension 1 Mathematics
Auteur :
Jashan Mahl
Thème :
Mathématiques
Assignment
Equal arcs on circles of equal radii subtend equal angles at the centre, and conversely, equal angles at the centre subtend equal arcs on circles of equal radii.
Suivant
Equal arcs on circles of equal radii subtend equal angles at the centre, and conversely, equal angles at the centre subtend equal arcs on circles of equal radii.
Nouvelles ressources
bewijs stelling van Pythagoras
גיליון אלקטרוני להעלאת נתוני בעיה ויצירת גרף בהתאם
Hypocycloids
Adding Decimal Numbers and Shortest Path Strategies
Difference engine Babbage vb 2
Découvrir des ressources
Take CAS - List, Start Position - Forum Example
investigation 1 sketch 1 (new)
Role of a in Problem 34
Geogebra - 3D Graphing
Exploring the Converse of Pythagoras Theorem
Family of Limaçons
Découvrir des Thèmes
Aire
Vecteurs
Equation Différentielle
Droites
Logarithme
