NumFrames: 47 Frame: 1 Title: NumCallouts: 0 +---> Frame: 2 Title: NumCallouts: 1 +---> In GeoGebra complex numbers can also be used. In the previous versions of GeoGebra a complex number was created by entering the appropriate form (x + iy) in the Input line. +---> Frame: 3 Title: NumCallouts: 0 +---> Frame: 4 Title: NumCallouts: 0 +---> Frame: 5 Title: NumCallouts: 0 +---> Frame: 6 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 7 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 8 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 9 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 10 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 11 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 12 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 13 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 14 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 15 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 16 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 17 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 18 Title: NumCallouts: 1 +---> z = 3 + 2i +---> Frame: 19 Title: NumCallouts: 1 +---> This produced a complex number. +---> Frame: 20 Title: NumCallouts: 1 +---> Another way in which a complex number can be created is by creating a cartesian point with New Point tool and then changing it into a complex number. This is how it is done. +---> Frame: 21 Title: NumCallouts: 1 +---> Select New Point tool. +---> Frame: 22 Title: NumCallouts: 0 +---> Frame: 23 Title: NumCallouts: 0 +---> Frame: 24 Title: NumCallouts: 0 +---> Frame: 25 Title: NumCallouts: 1 +---> A single click produces a cartesian point. +---> Frame: 26 Title: NumCallouts: 0 +---> Frame: 27 Title: NumCallouts: 0 +---> Frame: 28 Title: NumCallouts: 0 +---> Frame: 29 Title: NumCallouts: 1 +---> Move the cursor onto the point, click with the right mouse button and select "Object Properties..." in the menu. +---> Frame: 30 Title: NumCallouts: 0 +---> Frame: 31 Title: NumCallouts: 1 +---> Click on Algebra. +---> Frame: 32 Title: NumCallouts: 0 +---> Frame: 33 Title: NumCallouts: 0 +---> Frame: 34 Title: NumCallouts: 0 +---> Frame: 35 Title: NumCallouts: 1 +---> Select Complex Number. +---> Frame: 36 Title: NumCallouts: 0 +---> Frame: 37 Title: NumCallouts: 0 +---> Frame: 38 Title: NumCallouts: 0 +---> Frame: 39 Title: NumCallouts: 1 +---> The point has now "become" a complex number. +---> Frame: 40 Title: NumCallouts: 1 +---> These two procedures can still be used, but there is now an easier way. +---> Frame: 41 Title: NumCallouts: 0 +---> Frame: 42 Title: NumCallouts: 0 +---> Frame: 43 Title: NumCallouts: 1 +---> With the new Complex Number tool a complex number can be created with a single click in Graphics View. +---> Frame: 44 Title: NumCallouts: 0 +---> Frame: 45 Title: NumCallouts: 0 +---> Frame: 46 Title: NumCallouts: 0 +---> Frame: 47 Title: NumCallouts: 0 +--->