How smart Veeky Forums truly is?

How smart Veeky Forums truly is?

C because there is no correct answer.

but then C is correct so the probability is at least 25%

But what if there are multiple correct answers. Then the chance is increased.

Depends on what your definition of smart is.

Either A or D. The correct answer can be either of them, but not both.

It reminds me of the "self-referential quiz" that was posted here a while ago.

that doesn't really make sense though, A and D are the same answer. If either are correct then both are correct.

you are over-complicating the question

B. There are 4 options, 2 of them that give you the odds of picking 1 right out of 4.
2/4 = 0.5.

wrong, you are answering the meta-question

the rationally correct answer is 25%, but if you allow the stupidity of the meta question (technically two solutions are the same, and therefore correct) then the "answer" is 50% which is incorrect.

B

But if the correct answer is 50% then there is only 25% chance of correctly choosing it . hence its not 50%. There is no correct answer to this question

You should be able to solve this.

5.

B. Either it is or it isn't.

Kek

5 obviously

5

C; having to guess is incorrect.

Time for an actual problem.

I think I actually know how to do this.

Suck my fucking dick

B-Baka!

You should be able to solve this.

Here's the definition of the Verlinde formula in terms of link invariants.

Thanks for clearing that up

You haven't defined what correctness means in the context of that question. Thus, you are making a nonsensical request.

...

what is the chance that I get doubles if I reply to this post?

so if we have a ring of any general nxn matrice, given we want a solution set that does not equal zero,

proper implies not the whole circle so you would just a
span{a}≠0 where it contains some Field F

I

really rusty correct me if i am wrong

In 3D space we define a cut between 2 points as an area which passes through the line which connects 2 points.

Given 2n points, what is the maximum number of cuts a plane can make?

You should unironically be able to solve this.

if you can place the points arbitrarily, [math]n^{2}[/math]

I like how this is the same answer for both horizontal and vertical

Which case are we using?

Use angle of twist to figure out torques in each case of the beam, and then use the torques to construct a Torque diagram. Take pressures and find the max torque that can be at each part of the beam.