Mencal - Mental Math Tricks
Calculate Without Calculator
#1 Keyword Rankings
Today
Top 10 Rankings
Today
Top 30 Rankings
Today
Top 100 Rankings
Today

Description

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 [email protected]
Hide.. Show more..

In-Apps

Unlock Random Mode
EGP 29.99
Unlock Numbers Mode
EGP 29.99
Unlock Fractions Mode
EGP 29.99
Unlock Operators Mode
EGP 29.99
Unlock all math games
EGP 29.99

Screenshots

User Rating

0 out of 5

0 ratings in Egypt

Ratings History

Reviews

App doesn't have any reviews yet

Store Rankings

Ranking History

App Ranking History not available yet

Category Rankings

Chart
Category
Rank
Top Paid
53
Top Paid
228
Top Paid
299
Top Paid
438

Keywords

Users may also like

Name
唐詩三百首-傳統漢字
河马英文阅读器 (Hippo Reader)
点点单词,轻松读懂英文原著
Mendeleev.me
Periodic Table of Elements
Hamiltonian
Millennium Prize Problems
Read Ancient
I Ching Tao Te Ching Sun Tzu
古诗大全-唐诗宋词,经典传承
收藏博览,最强大脑
探词 - 英语考试词汇学习记忆
离线使用,四六级考研托福雅思GRE专升本近45000词汇在手
Quick Compute
English Alphabet: Letter ABC
Easy to Learn Sound & Cursive
COCA词频单词
COCA美语词频背单词
Show More

Revenue and Downloads

Gain valuable insights into Mencal-数学心算技巧,速算口诀 performance with our analytics. Sign up now to access downloads, revenue, and more.

App Info

Category
Education
Publisher
军 曹
Languages
Chinese, English
Recent version
4.2 (2 years ago )
Released on
Apr 26, 2013 (11 years ago )
Last updated
1 month ago