CrixaDivision - This application calculates the quotient or the division of two arbitrary numbers: the dividend and the divisor.
Like it? Share with your friends!
If you got an error while installing Themes, Software or Games, please, read FAQ.
Supported operating systems:
Windows 10 Mobile, Windows Phone 7, Windows Phone 8
Similar Software:
Trigonomentry Trigonomentry - Trigonometry (from Greek trigonon "triangle" + metron "measure") is a branch of mathematics that studies triangles and the relationships between their sides and the angles between these sides
Know Roman Num Know Roman Num provides an easy way of converting Roman numerals into more understandable decimal numbers and vice versa. Kids Can Learn Roman Numerals via this app. Most kids have to learn about Roman numerals in elementary school, so we provide an easy way for kids to learn and test their skills
AllAboutTriangles AllAboutTriangles - The application is based on a large subject in mathematics, triangles. In applying the User can calculate the area of a triangle, it ranks as the sides or the angles and apply the Pythagorean theorem and know the basic trigonometric functions: sine, cosine and tangent
Fun Math Fun Math is a game that lets you practice math in a whole new way. This game is fun for both children and adults and will help learn and improve simple math skills.
Featuring two game modes that end after five incorrect answers:
Match Game where you match a ball containing the math problem with a ball containing the solution
Math Genius Math Genius is a math exercise game. It allows the user to select the different arithmetic operations to test. Game parameters are fully customizable, even allowing increasing difficulty. It can help increase one's calculation speeds
NumSystemConverter Developed by sherif Nasr
easy way to convert from any Number System to another
Ackermannfunktion Ackermannfunktion - Die Ackermannfunktion ist eine 1926 von Wilhelm Ackermann gefundene, extrem schnell wachsende mathematische Funktion, mit deren Hilfe in der theoretischen Informatik Grenzen von Computer- und Berechnungsmodellen aufgezeigt werden konnen. 1926 vermutete David Hilbert, dass jede berechenbare Funktion primitiv-rekursiv sei