Mencal - Mental Math Tricks

Educación

0,99 € · Compras dentro de la app

Mencal is an app help you expand your ability to mentally solve math problems. All of us can do simple addition and subtraction of one or two digit numbers without a calculator.Now mencal is here to kick that ability into overdrive. Mencal provides you with lessons and simple tricks to allow you to: work with three digit numbers; fractions of different styles regardless if you are adding them or subtracting them; and finding sums with multiplication and division. Then it will test you on your grasp and knowledge of the methods you've learned. • Example: Same ten's digit,1's sum to 10 38×32=1216 ①:Multiply tens place digit by itself plus 1 (3+1)×3=12 ②:Add two zeros to the end of step① 12←00=1200 ③:Multiply the two one's digits together 8×2=16 ④:Add the results of step ②and③ 1200+16=1216 • Quickly Square: - Square numbers made up of 1's - Square numbers made up of 3's - Square numbers in the 90's - Square numbers ten`s digit is 0 - Square a number ending in 25 - Square numbers made up of 6's - Square numbers made up of 9's - Square a number ending in 1 - Square a number ending in 5 - Square a number ending in 9 - Square numbers in the 10's - Square numbers in the 40's - Square numbers in the 50's - Square numbers in the 500's - Square numbers in the 600's - Square numbers in the 700's - Square numbers in the 800's - Square numbers in the 900's •Standard: - Same ten's digit, 1's sum is 10 - Same ten's digit, 1's sum isn`t 10 - Same 1's digit, ten's digits sum is 10 - Same 1's digit, ten's digits sum isn`t 10 - two-digit number ab×cc (a+b=10) - ab×ccc.....c (a+b=10) - Multiply by 11 - 2-digit number if 1's digit is 1 - 2-digit number if tens place digit is 1 - 2-digit number ×2-digit number(universal) - Multiply differing by 5 - Multiply differing by 6 - Multiply differing by 7 - Multiply differing by 8 - Multiply differing by 9 - Multiply differing by 10 - Multiply two numbers that in the 90‘s - Two-digit number like ab+ba - Three-digit number like abc+cba - Two fractions like 1/a+1/b - Two fractions like (a-1)/a + (b-1)/b - Sum of first n odd numbers - Sum of first n even numbers - Two-digit number like ab-ba - Three-digit number like abc-cba - m-n if m+n=100,1000,10000... - Two fractions like 1/a-1/b - Two fractions like c/a-c/b - Two fractions like (a-1)/a-(b-1)/b - Divide any number by 5 - Divide any number by 25 - Divide any number by 125 - Divide any 3-figure number by 9 "This app rocks!! Great for Math Team practice!" - by Bubba Smith "Great app, make me feel less stupid" - by Howie_Serious "Its a useful app for anyone who wants to know the numbers deeper" - by sjzbim "It's a good app for both kids and sometimes even adults" - by Willwang Love mencal or have a question? We would love to hear your feedback! Contact us anytime at instantcj@gmail.com

  • 5,0
    de 5
    1 valoraciones

1. Use iCloud to store learning data 2. Fix the issue that the learning data is not saved 3. Fix the issue that game center is not logged in 4. Fix horizontal screen display bug

El desarrollador, 军 曹, ha indicado que las prácticas de privacidad de la app pueden incluir la gestión de datos descrita a continuación. Para obtener más información, consulta la política de privacidad del desarrollador .

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El desarrollador no ha indicado todavía las prestaciones de accesibilidad que son compatibles con la app. Más información

Tamaño
10,1 MB
Categoría
Educación
Compatibilidad
Requiere iOS 13.0 o posterior.
  • iPhone
    Requiere iOS 13.0 o posterior.
  • iPad
    Requiere iPadOS 13.0 o posterior.
  • iPod touch
    Requiere iOS 13.0 o posterior.
Idiomas
Chino simplificado y 2 más
  • Chino simplificado, Chino tradicional, Inglés
Compras dentro de la app
Sí
  • Unlock Random Mode 0,99 €
  • Unlock Fractions Mode 0,99 €
  • Unlock Operators Mode 0,99 €
  • Unlock Numbers Mode 0,99 €
  • Unlock all math games 0,99 €
Proveedor
Jun Cao
  • Jun Cao no se ha identificado como comerciante de esta app. Si eres un consumidor que reside en el Espacio Económico Europeo, los derechos del consumidor no aplican a los acuerdos entre el proveedor y tú.
Derechos de autor
© INSTANT.CJ