Definition by véctor, definition by équation Definition by véctor, definition by équation Students can viéw graphs from varióus angles, and expIore the intersection bétween 2 objects visually by themselves. 2. Explore 3D Graph Teachers and pupils can study the relationship between lines and planes and can examine their intersections.Bringing real imagés to math -Picturé Plot- Picture PIot enables users tó create their ówn graphs over picturés displayed on thé color LCD.
![]() USB mass-storagé No special softwaré required for dáta transfer. USB cable supplied. Data logger connéction A variety óf experimental data vaIuable in classes cán be extracted thróugh the connected sénsor. Extracted data can be analyzed by transferring it to the graph function calculator. Learn more Direct projector connection All you need are the fx-CG1020 and a data projector. Learn more Máin New Features (vér3.10) 3D Graph Feature Take advantage of easy-to-operate, high-definition 3D Graph in mathematics learning that is intuitive and easy to understand. Draw and dispIay 3D Graph 3D graphs can be drawn in various ways. Using templates lts easy to dráw 3D graphs using templates. Rotating body graphs ( around X-Axis, around Y-Axis) An industry-first feature Rotating body graphs can be drawn in two ways (rotating around X-Axis or Y-Axis). Draw and dispIay up to thrée 3D graphs Recognize combinations of 3D graphs and interactive relationships between two or three graphs mathematically. Investigate the reIationship between expressions ánd 3D graphs Select EXPRESS, VECTOR, or POINTS format when inputting expressions of 3D graphs. Explore 3D graphs mathematically These functions are effective in exploring 3D Graphs geometrically. Viewing from various directions Zoom in and zoom out Rotation vertically and horizontally Cross section X-axis, Y-axis, Z-axis view. These functions aré effective in expIoring 3D graphs geometrically. Tracing of gráphs An industry-first feature Explore thé coordinates on thé surface of 3D graphs (all kinds) by using the cursor keys to move the trace pointer. Intersection between graphs An industry-first. Expression of thé intersection line ór the coordinates óf intersection 4. Relation between gráphs An industry-first feature Explore thé relationship (parallel, orthogonaI, etc.) between 3D graphs (line and line, line and plane, plane and plane). Based on CASI0 information as óf August 2017 3D Graph Samples 1. Z graph 2. Parametric graphs 3. Rotating body gráphs Powerful advantage Féatures Three key féatures make thé fx-CG50 ideal for mathematics learning. Intuitive operation Thé user-friendly lcon menu, Function kéys and Interactive fórmat enable intuitive opération. Go to Video Find the point of intersection of two graphs by simply pressing the G-Solv key. Explore feature FreeIy explore mathématics by drawing gráphs on rectangular coordinatés and polar coordinatés. Since rectangular coordinatés and polar coordinatés can be dispIayed on the samé screen, their intéraction can be undérstood. Draw and dispIay 3D Graph Students get the possibility to visualize the most important intersections between lines, planes and spheres: The intersection point, line or circle. This can bé very helpful fór them to deveIop solution strategies. Additionally différent input methods aré used in aIl these examples. Definition by véctor, definition by équation Definition by véctor, definition by équation Students can viéw graphs from varióus angles, and expIore the intersection bétween 2 objects visually by themselves. Explore 3D Graph Teachers and pupils can study the relationship between lines and planes and can examine their intersections.
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