Favorite math equation?

[topology]

Mine is the number of factors which is:

N = (p_1^(a_1)) * (p_2^(a_2)) * ... * (p_n^(a_n))
# of factors = (a_1+1) * (a_2 + 1) * ... * (a_n + 1)


Where N is in its prime factorization form.

 

[Chungus]

67

 

[topology]

67

Delete your account.

 

[ltnbrownacnecel]

Don't have one.

 

[Verdam]

I'm superior to you all. If I released even half of the info I had on height, this site would explode. Ihave everything you wish you had.

 

[.𝐏𝐍𝐄𝐔𝐌𝐀𝐓.]

Mine is prob Me+You=

 

[Verdam]

 

[qxdr]

Mine is the number of factors which is:

N = (p_1^(a_1)) * (p_2^(a_2)) * ... * (p_n^(a_n))
# of factors = (a_1+1) * (a_2 + 1) * ... * (a_n + 1)


Where N is in its prime factorization form.

Navier-stokes or stokes’ theorem

 

[topology]

Navier-stokes or stokes’ theorem

I liked that too when I was 12. Then I grew up.

 

[nitrocell]

midpoint formula

 

[Verdam]

 

[.𝐏𝐍𝐄𝐔𝐌𝐀𝐓.]

Mine is the number of factors which is:

N = (p_1^(a_1)) * (p_2^(a_2)) * ... * (p_n^(a_n))
# of factors = (a_1+1) * (a_2 + 1) * ... * (a_n + 1)


Where N is in its prime factorization form.

Does the N stand for NIGGER

 

[Wuzzdio]

I don't have one

 

[.𝐏𝐍𝐄𝐔𝐌𝐀𝐓.]

View attachment 4662006

This is amazing

 

[topology]

Does the N stand for NIGGER

It stands for number

 

[Jason Voorhees]

For no other reason that these questions were easy to solve and were scoring so I was always happy to see them in tests

 

[pio]

Mine is the number of factors which is:

N = (p_1^(a_1)) * (p_2^(a_2)) * ... * (p_n^(a_n))
# of factors = (a_1+1) * (a_2 + 1) * ... * (a_n + 1)


Where N is in its prime factorization form.

6 x 9 + 6 + 9 = 69

 

[SheafCohomology]

the abc conjecture?

 

[Divineincel]

Mine is the number of factors which is:

N = (p_1^(a_1)) * (p_2^(a_2)) * ... * (p_n^(a_n))
# of factors = (a_1+1) * (a_2 + 1) * ... * (a_n + 1)


Where N is in its prime factorization form.

eiπ + 1 = 0