Download presentation

Presentation is loading. Please wait.

Published byValerie Gobert Modified over 3 years ago

1
1 MANYology MATH a Natural Science about the Natural Fact MANY MATH e CADEMY.net

2
2 T = llll = = 1 digit M ath : 1.order-counting creates icons 123456789

3
3 ) ) T = 7 1s = ? 3s = ? 5s ) ) 2 ) 1) = 2.1 3s 1 digit M ath : 2.order-counting creates decimal numbers & units 1 ) 2) = 1.2 5s

4
4 T = 7 1s = ? 2s 3 ) 1) = 3.1 2s ) ) ) ) ) 1)1)1) = 11.1 2s 1 digit M ath : Overload calls for an extra cup

5
5 5.8 3s = ? 5.8 3s = 5) 8) = 5 +1 ) 8 -3 ) = 6) 5) 6) 5) = 6 +1 ) 5 -3 ) = 7) 2) 7) 2) = 1 ) 7 -3 ) 2) = 1) 4) 2) 5.8 3s = 6.5 3s = 7.2 3s = 14.2 3s = 21.2 3s 1) 4) 2) = 1 +1 ) 4 -3 ) 2) = 2) 1) 2) 1 digit M ath : Overloads can be removed or created by re-bundling

6
6 T = ?*b T = ?+b T = (T/b)*b T = (T-b)+b IIIIII = II II II T = (T/b)*b 6 = (6/2)*2 IIIIII = IIII II T = (T-b)+b 6 = (6-2)+2 1 digit M ath : reBundling and reStacking predicted by formulas reBundle Formula reStack Formula -3: take away 3 /3: take away 3s +3: add 3 Nex-to *3: add 3 times On-top

7
7 4 5s = ? 7s 4 5s = 2.6 7s 4 5s = (4*5)/7 *7 = 2.? *7 4 5s = (4*5 – 2*7) + 2*7 = 6 + 2*7 = 2.6 7s T = (T/b)*b T = (T– b)+b 1 digit M ath : Formulas predict re-counting

8
8 4£=5$: 7£ = ?$ & 8$ = ?£ T = (T/b)*b, $ = ($/£)*£, £ = (£/$)*$ $ = ($/£)*£ $ = (5/4)*7 = 8.75 £ = (£/$)*$ £ = (4/5)*8 = 6.4 1 digit M ath : Changing units by re-counting 7£ = (7/4)*4£ 7£ = (7/4)*5$ 7£ = 8.75$ 8$ = (8/5)*5$ 8$ = (8/5)*4£ 8$ = 6.4£

9
9 2.3 *b = ? 23 /b = ? 2.3 *b = 2)3) *b = 2)3)) = 23.0 2.3 *b = 23.0 23 /b = 2.3 1 digit M ath : Adding or removing right-cups moves the decimal point 23 /b = 2.3*b/b = 2.3

10
10 10 = ? 1 digit M ath : 10 is a cognitive bomb 10 = Bundle = 5 with 5 as the bundle-size 1,2,3,4,10,11,12,13,14,20,21,22,23,24,30… 10 = five, 10 = the follower of four, ten = 20 1,2,3,4,5,6,10,11,12,13,14,15,16,20,21,… 10 = seven, 10 = the follower of six, ten = 13 1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,… 10 = ten, 10 = the follower of nine, ten = 10 1,2,3,4,5,6,7,8,9,a,b,10,11,12,13,… 10 = twelve, 10 = the follower of elleven, ten = a

11
11 2.4 5s + 1.3 5s = ? 2.4 5s = 2) 4) 2.4 5s + 1.3 5s = 4.2 5s 1.3 5s = 1) 3) = 3) 7) = 3 +1 ) 7 -5 ) = 4) 2) 1 digit M ath : Overloads are removed by re-bundling

12
12 4.2 5s - 1.3 5s = ? 5s 4.2 5s - 1.3 5s = 2.4 5s 4.2 5s = 4) 2) = 4-1) 2+5) = 3) 7) 1.3 5s = 1) 3) = 2) 4) 1 digit M ath : Overloads are created by re-bundling

13
13 ) ) ) ) = ) ) = ) ) 1.3 4s + 2.4 5s = ? 4s ++++++++ 1.3 4s + 2.4 5s = 5.1 4s 1 digit M ath : Adding On-top means changing units by re-counting 1) 3) 3) 2) = 4) 5) = 5) 1)

14
14 1.3 4s + 2.4 5s = ? 9s ) ) 2) 3) + 1.3 4s + 2.4 5s = 2.3 9s 1 digit M ath : Adding next-to means integrating

15
15 ? + 5 = 9 ? * 5 = 9 x+5 = 9 = (9-5)+5 T = x*b (T/b) = x x = 9-5 x*5 = 9 = (9/5)*5 T = x+b T-b = x x = 9/5 1 digit M ath : Reversing Addition on-top creates equations T = (T-b)+b T = (T/b)*b

16
16 ? 4s + 2 5s = 3 9s p = T/ x 1 digit M ath : Reversing addition next-to creates differentiation p*4 + 2*5 = 3*9 p*4 = 3*9 – 2*5 p = (3*9 – 2*5)/4 p = 4.1 p*b + T1 = T2 p*b = T2 – T1 p = T/b p = T/ x

17
17 1/2 + 2/3 = 3/5 or 7/6 1 digit M ath : Per-numbers need units to be added Question: 1 of 2 + 2 of 3 = ? Inside School: Outside School: PerNumbers add as Areas: (1/2)*2 + (2/3)*3 = (3/5)*5 1 2 1*3 2*2 7 2 3 2*3 3*2 6 1 2 1+2 3 2 3 2+3 5 + = + = = 1/2 2/3 3/5 = 2 3 5

18
The 4 Ways to Unite 567 = 5*10^2 + 6*10 + 7*1 +: Unite variable unit-numbers *: Unite constant unit-numbers ^: Unite constant per-numbers : Unite variable per-numbers 18 1 digit M ath : Numbers all have units

19
The Algebra Project Operations unite/split intoVariableConstant Unit-numbers m, s, $, kg T = a + n T – a = n T = a * n T/n = a Per-numbers m/s, $/kg, % T = ∫ a dn dT/dn = a T = a^n logaT = n n√T = a 19 1 digit M ath : Algebra means to reunite in Arabic

Similar presentations

OK

Multiplication Facts 9 through 11. 10 x 5= 50 Number One.

Multiplication Facts 9 through 11. 10 x 5= 50 Number One.

© 2018 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

Ppt on group development model Ppt on interest rate futures Ppt on international quality certification Ppt on paintings and photographs related to colonial period clothing Ppt on mars one project Ppt on history of islam Ppt on amplitude shift keying modulation Ppt on pi in maths draw Ppt on biodegradable and non biodegradable materials landfill Ppt on coalition government definition