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Accueil application éducation apprentissage Geometry
Geometry
GeometryTélécharger
1
2
3
4
5
8.8

Zombie Gunship Survival

  • Version 2.39
  • Catégorie éducation apprentissage
  • Nom du package main.common.mathlab
  • Date de mise à jour July 9, 2025
  • Taille 12.22MB
À propos de cette application

All you need in Geometry . Over 30 figures. Step by step solutions and formulas.

" Geometry " is advanced application for solving Geometry problems. Une solution complète est livrée pour chaque numéro pour satisfaire chaque enseignant ou élève.

The application solves every algebraic problem including those with:

- Fractions

- racines

- Pouvoirs

Vous pouvez également utiliser des parenthèses, des nombres décimaux et un numéro PI.

Cette application est capable de faire un calcul sur les chiffres suivants:

- Triangles: triangle équilatéral, triangle droit, triangle isocèle, 30-60-90

- quadrilatères: carré, rectangle, losange, parallélogramme, trapèzoïde, trapèzoïde droit, trapézoïde isocèle, cerf-volant

- Polygones: Hexagon régulier régulier régulier

- circle, ellipse, annulus and annulus sector

- Solids of revolution: sphere, cylinder, cone, spherical sector, spherical cap

- Prisms: cube, square prism, cuboid

- Pyramids: regular tetrahedron

- Others: Pythagorean theorem, trigonometry

- Version pro: pyramide carrée, pyramide triangulaire, prisme triangulaire, prisme triangulaire régulier, théorème de Thales, cône tronqué, octogone ordinaire, dodécagon régulier, prisme hexagonal, pyramide hexagonale, prisme pentagonal, baril, loi de SIES, Sortie, Spheric

In addition, the application has the following features:

ANALYTIC Geometry

- Points and lines

- Intersection point

- Distance from point

- Length of the segment

- Parallel and Perpendicular line

- Perpendicular bisector

- Axial symmetry

- Central symmetry

- Translation by a vector

- Angle between lines

- Angle bisector

- Bisector of the angle between two lines

- Value of the angle from three points

- Position of a point relative to a line

- Relative position of two lines

- Relative position of three points

- Relative position of two circles

- Relative position of a circle and a line

- Relative position of a circle and a point

- Translation of a circle by a vector

- Circle reflection over point

- Circle reflection over line

- Circle with radius and two points

- Circle with center and point

- Circle with center and radius

- Circle with three points

VECTORS

- 2D and 3D

- Length of a vector

- Dot product

- Cross product

- Addition and subtraction

An advanced validation of data entry allows you to find the errors quickly and corrects them for you immediately.

" Geometry " will calculate all the parameters of the figure, if you enter the necessary data. The order of data entry depends on you!

- Do you want to calculate a side of the square? Aucun problème. " Geometry " will do it for you.

- Do you have an angle and a side of the right triangle? Parfait. Other values can be calculated.

None of your Geometry tasks will be a problem now with " Geometry ". This application has very advanced, powerful and easy - to - use interface.

Additionally, it contains all the useful formulas which you will need to solve Geometry tasks. But thats not enough! You do not have to figure it out how did you get a result. This application not only gives you the solution, it also shows you all the formulas which had been used. Pythagorean Theorem, sines and cosines are no longer a problem.

Quoi de neuf dans la dernière version 2.39

Last updated on Jan 8, 2024 2.35
- Relative position of two circles
- Relative position of a circle and a line
- Relative position of a circle and a point

2.34
- Translation of a circle by a vector
- Circle reflection over point
- Circle reflection over line
- Circle with radius and two points

2.33
- Circle with center and point
- Circle with center and radius
- Circle with three points
Captures d'écran
Geometry
Geometry
Geometry
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  • éducation apprentissageéducation apprentissage
  • Lecture d'informationsLecture d'informations
  • Sport et santéSport et santé
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