iCrosss Lite is a Education app by Oleh Yudin. iCrosss Lite is a free version of popular and unique educational application iCrosss which will help you learn solid geometry in an easy and funny way. iCrosss allows you to build a cross-section of each available polyhedra by your defined plane.
APK (Android Package Kit) files are the raw files of an Android app. Learn how to install icrosss-lite.apk file on your phone in 4 Simple Steps:
Yes. We provide some of the safest Apk download mirrors for getting the iCrosss Lite apk.
1. To build a cross-section you have to put three points on polyhedron faces in order to define a section plane.
2. iCrosss allows you to build a cross-section of each available polyhedra by your defined plane.
3. You can access information regarding selected solid, which includes short description, number of faces, vertices, edges, web-link for more information and useful formulas.
4. iCrosss Lite is a free version of popular and unique educational application iCrosss which will help you learn solid geometry in an easy and funny way.
5. The application supports such kinds of polyhedra as regular polyhedra (Platonic solids), Pyramids, Prisms, Anti-prisms and Archimedean solids and duals.
6. In this mode you can choose one of two solid pieces of initial polyhedron to continue work with.
7. The plane can be defined by three points (taps) on polyhedron faces.
8. 3D cut mode is available only when you have already built cross-section.
9. Available option for printing and sending via e-mail of the polyhedron or its section.
10. There is two view modes that you can use for better cross-section experience: 3D mode and 3D cut mode.
11. You can get access to few more polyhedra by making a post on your Facebook page.
Apk Mirror 1: : Download APK
This changed the way I looked at math.before I was just lost in my own world now I'm a genuise
very useful
The game crashes all the time Its frustrating
Very helpful app
I find this app very interesting........kept me busy for hours.
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|