wimplesteen.com
Math secrets and hidden truths
(No esoteric stuff btw)
Table of contents:
Chapter 1
Chapter 2
Pictures
Documents
Chapter 1: Multiplication and division revised.
Multiplication isnt what it seems...
(UPDATE: After rethinking some things i think 2x4=32 and not 16)
(Also, 2x0=2 and 2x1 used to equal 2)
(This is wrong im pretty sure, why would two expressions equal the same answer?)
(will post updated MULTIplication table later)
See its called MULTIplication, but its actually addition
this is how it normally is: 2x4 = 2+2+2+2 = 8
notice how its just addition but shorter?
wheres the multiplying part?
this is how you would do it the right way:
2x4= 2x2x2x2x2 = 32
it has alot more multiplication in it.
This also fixes 2x0, which should just equal two.
(since you dont multiply at all)
Division is not the opposite of multiplication
(since divison is just "to divide evenly", as in a sum)
(and not "to un-multiply")
The closest thing to "un-multiply"
is to find the root of the multiplied number
(divide your number by the smallest number that divides it and
which doesnt result in remainders)
(and then count the amount of steps used
to get the exact expression again)
Example: The multiplication root of 8 is 2
(8/2=4 4/2=2)
(meaning the amount of steps is 2)
The original expression being 2x2.
Cool division facts
4/0 = four divided evenly into 0 equal parts = 4
Here's my thought process:
Four is the number you start with.
0 is the amount of times you divide it,
(in other words you dont)
So then the answer is obviously 4.
Chapter 2: Nonexistent negatives
The negative sign
is a sign that makes no sense.
Lets say for example you have 10 cats.
You then turn those cats into "negative cats"
somehow. Can you even imagine a negative cat?
And no, turning the cat inwards and making it black
still makes it a "thing", so it doesnt count.
No, a negative cat would have to not exist and yet also have shape.
It would have to be the inverse of a cat, yet not have matter at all.
(at least in my mind)
(also, have you ever seen a negative ANYTHING in your life?)
Obviously this is impossible.
This means that the idea of "negative" stuff
is preposterous and a complete lie.
(except if by negative you mean the abscence of stuff)
Pictures section:
Documents section:
Multiplication tables:
Ones table:
1x1= 1
(one tables is always 1)
Twos table:
2x0= 2
2x1= 4
2x2= 8
2x3= 16
2x4= 32
2x5= 64
2x6= 128
2x7= 256
2x8= 512
2x9= 1,024
2x10= 2,048
Threes table:
3x0= 3
3x1= 9
3x2= 27
3x3= 81
3x4= 243
3x5= 729
3x6= 2,187
3x7= 6,561
3x8= 19,683
3x9= 59,049
3x10= 177,147
Fours table:
4x0= 4
4x1= 16
4x2= 64
4x3= 256
4x4= 1,024
4x5= 4,0960
4x6= 16,384
4x7= 65,536
4x8= 262,144
4x9= 1,048,576
4x10= 4,194,304
Fives table:
5x0= 5
5x1= 25
5x2= 125
5x3= 625
5x4= 3,125
5x5= 15,625
5x6= 78,125
5x7= 390,625
5x8= 1,953,125
5x9= 9,765,625
5x10= 48,828,125
Sixes table:
6x0= 6
6x1= 36
6x2= 216
6x3= 1,296
6x4= 7,776
6x5= 46,656
6x6= 279,936
6x7= 1,679,616
6x8= 10,077,696
6x9= 60,466,176
6x10= 362,797,056
Sevens table:
7x0= 7
7x1= 49
7x2= 343
7x3= 2,401
7x4= 16,807
7x5= 117,649
7x6= 823,543
7x7= 5,764,801
7x8= 40,353,607
7x9= 282,475,249
7x10= 1,977,326,743
Eights table:
8x0= 8
8x1= 64
8x2= 512
8x3= 4,096
8x4= 32,768
8x5= 262,144
8x6= 2,097,152
8x7= 16,777,216
8x8= 134,217,728
8x9= 1,073,741,824
8x10= 8,589,934,592
Nines table:
9x0= 9
9x1= 81
9x2= 729
9x3= 6,561
9x4= 59,049
9x5= 531,441
9x6= 4,782,969
9x7= 43,046,721
9x8= 387,420,489
9x9= 3,486,784,401
9x10= 31,381,059,609
Tens table:
10x0= 10
10x1= 100 and so on.
Exponents patterns: (actually multiplication patterns)
Multiplication observations: (to update with newer multiplication)
Twos table: (7 repetitions or effectively 6)
2x2 and 4x1 = 4
2x3 and 8x1 = 8
2x4 and 4x2 = 16 (only repetition of its kind)
2x6, 8x2, and 4x3 = 64
2x8 and 4x4 = 256
2x9 and 8x3 = 512
2x10 and 4x5 = 1024
Observations:
Each product's last number goes from 2, 4, 8, and then 6
the bigger the mutiplier is.
Threes table: (5 repetitions or effectively 4)
3x2 and 9x1 = 9
3x4 and 9x2 = 81
3x6 and 9x3 = 729
3x8 and 9x4 = 6,561
3x10 and 9x5 = 59,049
Observations:
Each product's last number goes from 3, 9, 7, and then 1
the bigger the mutiplier is.
Fours table: (7 repetitions or effectively 6)
2x2 and 4x1 = 4
4x6 and 8x4 = 4,096
4x9 and 8x6 = 262,144
Observations:
Each product's last number goes from 4 and then 6
the bigger the mutiplier is.
Fives table has 0 repetitions.
Observations:
Numbers always end in a five.
Sixs table has 0 repetitions.
Observations:
Numbers always end in a six.
6x5 = 7776 which is a weird number.
Sevens table has 0 repetitions.
Observations:
Each product's last number goes from 7, 9, 3, and then 1
the bigger the multiplier is.
Eights table: (4 repetitions or effectively 3)
8x1 and 2x3 = 8
8x2, 2x6, and 4x3 = 64
8x4 and 4x6 = 4,096
8x6 and 4x9 = 262,144
Nines table:
9x1 and 3x2 = 9
9x2 and