Geometric interpretation of arctan(M)

Område(n):Funktioner, Trigonometriska funktioner

Move the point M up and down the y-axis to see a graphical representation of the principle angle between -90 and +90 degrees whose tangent is M, that is, arctan(M).

Nya resurser

Intersections of y=a^x and y=log(a, x)
Special Solid Trace
The 3D Space
apec
Difference engine Babbage vb 2

Upptäck resurser

area circle development_slider
stimulation
Basis_Expansion_1
Abstract Art :)
(Draft) Copy of Soccer - Positioning & Perpendicular Bisectors

Undersök matematisk områden

Symmetri
Andragradsfunktioner
Pythagoras eller Pythagoras sats
Ekvationer
Exponentialfunktion