TIPS meme and math chat

legoboy7107

Here's another meme, the last and only remaining one of More Better's great animations, released less than a year ago: https://scratch.mit.edu/projects/189423989/

It_is_congyingzhou

3 PAGES THIS IS ASTONISHING

Check out my main account, @congyingzhou!

I'm a whiz at (scratchblocks :: #123456 boolean) :: #098765 hat
*Evil Kumquat Guard (what's a kumquat :: #000000 stack)* :: grey cap

Unbeatable Tic-Tac-Toe AI

r_hello

It_is_congyingzhou wrote:
3 PAGES THIS IS ASTONISHING

Yeah

Hello, this is a Scratcher who refuses to check his messages.
Proof that I have 1600+ messages.
I used to have 2000+ but for some reason…it became 1600+
Alt. Account of @congyingzhou.

Giga110

ARRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRR

when green flag clicked

congyingzhou

Giga110 wrote:

ARRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRR :: sound ring

…

I think I screamed in terror for 10 minutes.

Last edited by congyingzhou (Oct. 14, 2018 12:37:05)

This is my signature. It appears after I post anything! (I added this for people who thought I was advertising)
and now i have finally removed that line of links, a lot don't work anyway after I unshared a bunch of projects
Oh look a rainbow (I wanted to make my whole signature a rainbow, but busted character limit)
2nd most-poster in Requests (still???), top 20 most-poster overall, 7.3K posts total, 6.5K requests foolproof mind reader??, try to beat the unbeatable tic-tac-toe AI

legoboy7107

What's Donald + Trump?

pinkiepie710

legoboy7107 wrote:
What's Donald + Trump?

Orange

newaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccountnewaccount
yeah i moved accounts lol

give me an internet or i'll eat your toes (click ↓)

legoboy7107

pinkiepie710 wrote:
legoboy7107 wrote:
What's Donald + Trump?
Orange

Very True. Like a big fat orange 21.

adsuri

2=1
But you might say, “No 2=2, & 1=1, but not 2=1!”
Fine, if 2=2, & 1=1, a=b.

So a=b
then a^2 = ab
and a^2 - b^2 = ab - b^2
factorizing…
(a - b)(a + b) = b(a - b)
divide both sides by (a - b)
so a + b = b
but a = b
so 2b = b
so 2 = 1

BOOM

H                                                                                    He
Li   Be                                                     B    C    N    O    F    Ne
Na   Mg                                                     Al   Si   P    S    Cl   Ar
K    Ca   Sc   Ti   V    Cr   Mn   Fe   Co   Ni   Cu   Zn   Ga   Ge   As   Se   Br   Kr
Rb   Sr   Y    Zr   Nb   Mo   Tc   Ru   Rh   Pd   Ag   Cd   In   Sn   Sb   Te   I    Xe
Cs   Ba        Hf   Ta   W    Re   Os   Ir   Pt   Au   Hg   Tl   Pb   Bi   Po   At   Rn
Fr   Ra        Rf   Db   Sg   Bh   Hs   Mt   Ds   Rg   Cn   Nh   Fl   Mc   Lv   Ts   Og

          La   Ce   Pr   Nd   Pm   Sm   Eu   Gd   Tb   Dy   Ho   Er   Tm   Yb   Lu
          Ac   Th   Pa   U    Np   Pu   Am   Cm   Bk   Cf   Es   Fm   Md   No   Lr

r_hello

adsuri wrote:
2=1
But you might say, “No 2=2, & 1=1, but not 2=1!”
Fine, if 2=2, & 1=1, a=b.
So a=b
then a^2 = ab
and a^2 - b^2 = ab - b^2
factorizing…
(a - b)(a + b) = b(a - b)
divide both sides by (a - b)
so a + b = b
but a = b
so 2b = b
so 2 = 1

BOOM

Nice pic dude.

Hello, this is a Scratcher who refuses to check his messages.
Proof that I have 1600+ messages.
I used to have 2000+ but for some reason…it became 1600+
Alt. Account of @congyingzhou.

It_is_congyingzhou

adsuri wrote:
2=1
But you might say, “No 2=2, & 1=1, but not 2=1!”
Fine, if 2=2, & 1=1, a=b.
So a=b
then a^2 = ab
and a^2 - b^2 = ab - b^2
factorizing…
(a - b)(a + b) = b(a - b)
divide both sides by (a - b)
so a + b = b
but a = b
so 2b = b
so 2 = 1

BOOM

This is lame.

PROOF THAT ANY NUMBER = ZERO

1. Pick two numbers that are the same. We’ll call them a and b.
2. We can write it as a = b.
3. Remember, we can do anything we like to them as long as we treat both sides the same way.
4. Multiply both sides by a, the equation becomes a2 = ab
5. Subtract b2 from both sides, the equation becomes a2 – b2 = ab – b2
6. We can factorize it into (a-b)(a+b) = b(a-b)
7. Simplify it into (a+b) = b
8. Get rid of the bracket so it becomes a+b = b
9. Subtract b from both sides and you get a = 0.
I didn’t say what a was to start with, so a could be anything.
Therefore, I’ve proved that any number equals zero.

Check out my main account, @congyingzhou!

I'm a whiz at (scratchblocks :: #123456 boolean) :: #098765 hat
*Evil Kumquat Guard (what's a kumquat :: #000000 stack)* :: grey cap

Unbeatable Tic-Tac-Toe AI

It_is_congyingzhou

It_is_congyingzhou wrote:
adsuri wrote:
2=1
But you might say, “No 2=2, & 1=1, but not 2=1!”
Fine, if 2=2, & 1=1, a=b.
So a=b
then a^2 = ab
and a^2 - b^2 = ab - b^2
factorizing…
(a - b)(a + b) = b(a - b)
divide both sides by (a - b)
so a + b = b
but a = b
so 2b = b
so 2 = 1

BOOM
This is lame. Your proof is wrong because a=b and (a-b) = 0. You divided both sides by (a-b): divide both sides by (a - b), and you can't divide anything by 0. Therefore, your proof is wrong. (I'm only a primary grade 5 ^_^ you're trumped)

PROOF THAT ANY NUMBER = ZERO

1. Pick two numbers that are the same. We’ll call them a and b.
2. We can write it as a = b.
3. Remember, we can do anything we like to them as long as we treat both sides the same way.
4. Multiply both sides by a, the equation becomes a2 = ab
5. Subtract b2 from both sides, the equation becomes a2 – b2 = ab – b2
6. We can factorize it into (a-b)(a+b) = b(a-b)
7. Simplify it into (a+b) = b
8. Get rid of the bracket so it becomes a+b = b
9. Subtract b from both sides and you get a = 0.
I didn’t say what a was to start with, so a could be anything.
Therefore, I’ve proved that any number equals zero.

Check out my main account, @congyingzhou!

I'm a whiz at (scratchblocks :: #123456 boolean) :: #098765 hat
*Evil Kumquat Guard (what's a kumquat :: #000000 stack)* :: grey cap

Unbeatable Tic-Tac-Toe AI

culverkwan

If log a + log b = 3, find the least possible value of a^2+ab+b^2. (With steps)

My shop which I opened!

I am the assistant secretary of T.I.P.S..
And please give me an internet!
I play Brawl Stars!

congyingzhou

pinkiepie710 wrote:
legoboy7107 wrote:
Now we need the classic that started this all! WHAAAAAAAAAAAAAAAAAAAAT IIIIIIIIIIIIIIIIISSSSSS 9 + 10?!?!?!??!?!?!?!?!?!?!?!?
TWENTY-ONE

Hey look at this my friends…

This is my signature. It appears after I post anything! (I added this for people who thought I was advertising)
and now i have finally removed that line of links, a lot don't work anyway after I unshared a bunch of projects
Oh look a rainbow (I wanted to make my whole signature a rainbow, but busted character limit)
2nd most-poster in Requests (still???), top 20 most-poster overall, 7.3K posts total, 6.5K requests foolproof mind reader??, try to beat the unbeatable tic-tac-toe AI

congyingzhou

It_is_congyingzhou wrote:
adsuri wrote:
2=1
But you might say, “No 2=2, & 1=1, but not 2=1!”
Fine, if 2=2, & 1=1, a=b.
So a=b
then a^2 = ab
and a^2 - b^2 = ab - b^2
factorizing…
(a - b)(a + b) = b(a - b)
divide both sides by (a - b)
so a + b = b
but a = b
so 2b = b
so 2 = 1

BOOM
This is lame. Your proof is wrong because a=b and (a-b) = 0. You divided both sides by (a-b): divide both sides by (a - b), and you can't divide anything by 0. Therefore, your proof is wrong. (I'm only a primary grade 5 ^_^ you're trumped)

PROOF THAT ANY NUMBER = ZERO

1. Pick two numbers that are the same. We’ll call them a and b.
2. We can write it as a = b.
3. Remember, we can do anything we like to them as long as we treat both sides the same way.
4. Multiply both sides by a, the equation becomes a^2 = ab
5. Subtract b^2 from both sides, the equation becomes a^2 – b^2 = ab – b^2
6. We can factorize it into (a-b)(a+b) = b(a-b)
7. Simplify it into (a+b) = b
8. Get rid of the bracket so it becomes a+b = b
9. Subtract b from both sides and you get a = 0.
I didn’t say what a was to start with, so a could be anything.
Therefore, I’ve proved that any number equals zero.

Use the edited form of above.

Last edited by congyingzhou (Oct. 16, 2018 11:07:26)

This is my signature. It appears after I post anything! (I added this for people who thought I was advertising)
and now i have finally removed that line of links, a lot don't work anyway after I unshared a bunch of projects
Oh look a rainbow (I wanted to make my whole signature a rainbow, but busted character limit)
2nd most-poster in Requests (still???), top 20 most-poster overall, 7.3K posts total, 6.5K requests foolproof mind reader??, try to beat the unbeatable tic-tac-toe AI

It_is_congyingzhou

culverkwan wrote:
If log a + log b = 3, find the least possible value of a^2+ab+b^2. (With steps)

It's c

Check out my main account, @congyingzhou!

I'm a whiz at (scratchblocks :: #123456 boolean) :: #098765 hat
*Evil Kumquat Guard (what's a kumquat :: #000000 stack)* :: grey cap

Unbeatable Tic-Tac-Toe AI

congyingzhou

It_is_congyingzhou wrote:
culverkwan wrote:
If log a + log b = 3, find the least possible value of a^2+ab+b^2. (With steps)
It's c

no it's x

This is my signature. It appears after I post anything! (I added this for people who thought I was advertising)
and now i have finally removed that line of links, a lot don't work anyway after I unshared a bunch of projects
Oh look a rainbow (I wanted to make my whole signature a rainbow, but busted character limit)
2nd most-poster in Requests (still???), top 20 most-poster overall, 7.3K posts total, 6.5K requests foolproof mind reader??, try to beat the unbeatable tic-tac-toe AI

Suchomimus_Scratch

legoboy7107 wrote:
r_hello wrote:
Math talk.
a=0
harrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotter.

I used copy and paste for that in such a way that while I was typing it there was an exponential increase in Harry Potters. Also, this is the memes and math chat now? As far as I remembered, the math was simply part of the memes since it came from the 9 + 10 meme that started this, lol.

Well guess what? I am the REAL Voldemort.

Hello, I am @Suchomimus_Scratch
Please follow me and like this project: https://scratch.mit.edu/projects/225250879/
I am a fan of mythology, Roblox and Maths.
I am part of the TIPS company: https://scratch.mit.edu/discuss/topic/313844/?page=1

congyingzhou

Suchomimus_Scratch wrote:
legoboy7107 wrote:
r_hello wrote:
Math talk.
a=0
harrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotterharrypotter.

I used copy and paste for that in such a way that while I was typing it there was an exponential increase in Harry Potters. Also, this is the memes and math chat now? As far as I remembered, the math was simply part of the memes since it came from the 9 + 10 meme that started this, lol.
Well guess what? I am the REAL Voldemort.

Oh.

This is my signature. It appears after I post anything! (I added this for people who thought I was advertising)
and now i have finally removed that line of links, a lot don't work anyway after I unshared a bunch of projects
Oh look a rainbow (I wanted to make my whole signature a rainbow, but busted character limit)
2nd most-poster in Requests (still???), top 20 most-poster overall, 7.3K posts total, 6.5K requests foolproof mind reader??, try to beat the unbeatable tic-tac-toe AI

It_is_congyingzhou

culverkwan wrote:
If log a + log b = 3, find the least possible value of a^2+ab+b^2. (With steps)

Anyone answer?

Check out my main account, @congyingzhou!

I'm a whiz at (scratchblocks :: #123456 boolean) :: #098765 hat
*Evil Kumquat Guard (what's a kumquat :: #000000 stack)* :: grey cap

Unbeatable Tic-Tac-Toe AI

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