CubeCraft's 101 Math Class
#CubeCraft 101 - Math Class
cyan bramble
CubeCraft 101 Math Class
CubeCraft 101 - Math Class
You = √{[(Strawberry × Your Mom)⅓ / Sky + Wars]²}
My brain hurts now...
X¹=[Orangutan^(Block×Wars)√πr²]
X²={Sky[√(Wars)]^(½)+You}
Then:
X³=[Orangutan^(Block×Wars)√πr²]+{Sky[√(Wars)]^(½)+You}
tough crater
damn
cyan bramble
If "You" is a empty body, then "You" did not exist (∅). Adding, (Block×Wars) is equal to "1PT" (PT=Pretty Thing). Knowing that the area of a circle is A=πr², we can assure that √(Circle) is a small circle (A=πr²/Your Pe*is). Orangutan are very nice, so they have a equal value of 10PT. Taking a look at the second expression, we can assure the next: "Wars" have a value of -5PT, but at least the sky is good because God lives there, so it has a value of 10PT.
Knowing this, we have:
X¹=[10PT^(1PT)(πr²/Your Pe*is)]
X²={10PT[√(-5PT)]^(½)+0}
Changing "PT" for a more common variable, like Ω, and getting over the fact that "Your Pe*is" is a empty group, we have:
X¹=10Ω^(Ω)(πr²/0)
X²=10Ω[√-5Ω)]^(½)
X¹=10Ω^(Ω)(Syntax Error)
X²=10Ω√[√(-5Ω)]
X¹=Syntax Error
X²=10Ω(-5Ω)¼
X¹=Syntax Error
X²=[10Ω(-5Ω)]^(¼+1)
X¹≈-∞<X¹<∞
X²=(-50Ω)^(5/4)
X¹≈-∞<X¹<∞
X²=[(-50Ω)^5]¼
X¹≈-∞<X¹<∞
X²=(-312,5e5)¼
X¹≈-∞<X¹<∞
X²=132.957397i²
… i=√-1
… i²=-1
X¹≈-∞<X¹<∞
X²=-132.957397
… X³=-∞<X¹<∞-132.957397
… X³=Indetermined-132.957397
cyan bramble
X¹=[Orangutan^(Block×Wars)√πr²]
X²={Sky[√(Wars)]^(½)+You}
And now we know the answer just after a few simple steps!
umbral veldt
Educated
cyan bramble
cyan bramble
I have a very difficult math problem
Go ahead
Kk just lemme find it
K
This poop is about to get real guys
10 + 7 = _______ + 10
34 x 8 = 8 x _______
54 + (67 + 8) = 67 + (_______ + 54)
89 x _______ = 0
123 x _______ = 123
45 x ( 10 + 5) = 45 x _______ + _______ x 5
9 + 0 = _______
46 x 1 = _______
15 x 9 = 15 x __ - 15 x1
If you manage to solve this i'll give an even more confusing math problem
But heres the most confusing Math problem....
2+7-8
The answer is 1 right?
But what if you add 7-8 first?
Its 1.
But....
If you then add it with 2 then it becomes 3?
cyan bramble
7
;34
;8
;0
;1
;10; 45
;9
;46
;10
According to the rules of first grade math operations, additions and sustractions are founded at the same hierarchy scale. Homever, all results has to be solved in a left-to-right order. Having this, we can assure that the correct method to get the answer is
2+7-8
(2+7)-8
9-8
1
@cyan bramble
cyan bramble
Are you using Google '-'
Nah bro
i just like maths
english isn't even my first language lol
cyan bramble
1+1
violet tusk
what 9+10?
cyan bramble
what 9+10?
21
violet tusk
the only true answer
icy gull
😵💫
cyan bramble
Whats 189-91+9010×7910+62190639÷7902+(8025-902)-79254025429÷7+892×762009+902-7828802642-72+89201019-92917×8272920×90390=?
tough crater
Whats 189-91+9010×7910+62190639÷7902+(8025-902)-79254025429÷7+892×762009+902-782...
-6.9482351e+16
cyan bramble
whats 0 divided by 0
0
cyan bramble
whats 0 divided by 0
An irrational number
hybrid narwhal
What is dis
hybrid narwhal
whats 0 divided by 0
0^0 = 0/0 = 0ln0
Let x → 0
y = xlnx
Then, y → 0 also.
Hence 0^0 → 0
tough crater
0^0 = 0/0 = 0ln0
Let x → 0
y = xlnx
Then, y → 0 also.
Hence 0^0 → 0
Some say its undefined however, because there is no number that when multiplied by zero, gives a (when a does not equal zero) but that doesn't make sense to me because zero is still a number, so a can equal zero.
In many equations such as quadratic equations, simultaneous linear equations, and many others, the variable can equal zero, therefore, zero is no less that any number, so why can't a equal zero?
tough crater
**2+7-8**
just use order of operations, when adding and subtracting, you go left to right, so you'd do 9-8=1
tough crater
Are you using Google '-'
besides its pretty simple, ur just using one of the properties, either commutative, associative, identity, or zero.
cyan bramble
It feels like it took someone an year to solve that but thanks XD
cyan bramble
There's actually three posibles results for x/0 generated by different view aproximations, which are: 0, 1 and ∞.
Anyways there isn't an exactly response, cuz' it could change based on the applied method, the problem type, the maths itself, etc.
So for a popular opinion, x/0 = <-∞;+∞>
hybrid narwhal
Some say its undefined however, because there is no number that when multiplied ...
0 × infinity ≠ 0
Also let
x ln y = 0
Then, y^x = 1
x = log 1 base y = 0
Hence there's no way to get product 0 without multiplying by 0
Converse also holds, then
Hence, infinity is not a number
cyan bramble
