State two theorems due to Cauchy

[State two theorems due to Cauc(...) No.6994381]

State two theorems due to Cauchy.

[Anonymous No.6994391]

>>6994381
Fundamental Theorem of Calculus
Cauchy's integral theorem

[Anonymous No.6994392]

>>6994381
State why you are incapable of googling your homework.

[Anonymous No.6994398]

He kinda looks like Putin.

[Anonymous No.6994401]

>>6994381

Putin = Cauchy

[Anonymous No.6994416]

>>6994381
1. Kuratowski's theorem
2. Koenig's theorem

Some other well known results by Cauchy:
-Polya's proof of the inequality of the means
-Anything called "Euler's theorem" or "Gauss's Theorem",
-Banach's indefinability theorem
-Bolzano-Weierstrass theorem
-The Cantor set
-the riemann stieltjes integral
-The second chechen war

[Anonymous No.6994421]

>>6994416
>-The second chechen war

topkek

[Anonymous No.6994433]

1. Cauchy's Theorem
Let G be a group of order n, and let p be a prime. If p divides n, then G has an element of order p.

2. Cauchy-Bolzano Theorem
Let f be a continuous function over R defined on a closed interval [a,b]. Then, for f(a) < u < f(b), there is a c in [a,b] such that f(c) = u.