How smart is Yea Forums? can you solve these puzzles?

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Let this thread die now.

In limit equation, make it
Limit as x tends to 8 of x^2-8x over x = 1

That's pretty advanced math

I need answer for this NAO

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interdasting

judging from the others being solvable that one must be

>Yea Forums
>smart
>mfw

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Not sure if this is an acceptable answer, but if we can compare different systems...

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The "big square" one near the top if you move the two top horizontal ones over you get 100 which is a "big square"

how is 100 the same as "big square"?

it's a big square number

woah

Could this be a comparison?

+ == -++

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Got another.
CXXXI=IC

goes to
CX/XI=IO (110/11=10)

Are the rest of you even trying?

Another hero

I'm amazed this even has answers

For the sum, turn
sum from T=1 to 7 of T/(5-T)=1

to

sum from T=1 to 7 of T/(5-1)=7

only 1 left now

I see more than 1 without solving

What are you talking about there's like 5 left

nice

s is correctt not this:

Made a summary of what we have. Tell me if I forgot something

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Not your personal army faggot

good work user

how has nobody said cos0 = 1 yet?

A HERO!

great find

Are we stuck anons?

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uh i have one thats kind of a stretch

bottom left. in the alphabet J is the 10th letter

J = 0 + 4(P)
J = 10 + 4(0)
10 = 10

so taking the stick from the bottom of the P and putting it in front of the 0.

But you can only move one, user. You cannot put a 1 before the 0

[1-2][5/2]=4 ---> [1 2][5;2]=9 ([5;2] means a 5 with a 2 bellow so a 2x1 matrice)

I'm moving the bottom of the P.

What im trying to say is that you cannot make a 1 with just 1 stick. you need two sticks.

BOOOOM!!!! MINDBLOW!!!

then the tally mark one is equally incorrect, as it is shorter than the other marks.

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also [4-1][4-2]'=18-->[4+1][4-2]'=10

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you skipped the ^7 exponent i think

I agree that the tally mark would be incorrect based on that assumption alone, but there is a detail on that one: the left side sticks are twice as big as the sticks on the right side.

that's fair. thanks.

it's a ^7 ? i took it as a transposition

oh that's probably right. my transposes look like little t's

Not even sure what a transposition is. Is that the right answer then?

it's like flipping a matrix on the diagonal axis.

AB
CD
turns into
AC
BD

so idk if it makes sense in this equation unless 4-2 gets converted to a matrix

Now you made me doubt... if you look at the tallies carefully, you will see they are actually 2 sticks too. That answer might be wrong.

en.wikipedia.org/wiki/Transpose
on a 1x1 matrix it doesn't change anything though so if these are matrix and it's not a ^7 then it's right, i don't know how op intended it to be though.

Could you show me that equation written on paper?

or both might be right ;) i'll keep working on it though

4 left

(4-1)(4+2)^1=18
not sure if by removing the upper part of 7 u get a 1

Then you got it almost right! The stick that changes is the 7, turning into a T!!!! :D

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3x2 isn't 18 though

this looks right to me

i think you have to read it [4 -1][4;-2]'=18
i was far from it though

up-to-date

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The more I look at "+ == -++" the more I think it is wrong. In all the other equations they have never used the double "=="...

i've only seen == in computer science, which is a comparison.

in computer science, the statement + == -++ doesn't make sense in any language.

i still think the transpose 1 is still probably wrong and is the real answer

But you cannot turn the "7" into a "1" moving only one stick. But you can turn it into a "T"

it's like a tilted 1. like a /.

maybe its supposed to stay a 7 then. i just dont think it makes sense as is.

it's wrong as i said it (2 1x1 matrix) but if you see it as a 1x2 matrix and a 1x2 transposed matrix then i think it's right

Gentlemen, I am sorry, but I have to go to sleep. I will not be making more updated with the solutions.

Have a good night, and hope you get the rest :)

It has been a lot of fun! Take care

(x^2-8x)/x = x-8 if you do the limit with x->8 you get 0, not 1 so the lim one is wrong

he currently has it as 3-2 = 18

[4 -2] transposed is 2 so your original one would be (4 + 1)(2) = 10, which is right, if it is a transposition sign. the equation above it has the same sign but it was used as a 7 so idk which we are supposed to go by.

limit az x tends to 8 of x^2 - 9x over x=-1

Seeing this I couldn't help but think of this show

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Now this sounds correct!!!

(Last update! really!)

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will we at least get the answers ?

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it's the wrong match but nice find still

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