GaussBiggestFanboi
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3 answers
2 votes
45 views
Matrix representation of $\varphi$: Hom(V,W) $\to M_{m x n}$, where $\varphi (T) = [T]_{B}^{C}$
5 answers
2 votes
170 views
Solving $\int_0^1 [x^{700}(1-x)^{300} - x^{300}(1-x)^{700}] \, dx$
0 answers
1 votes
46 views
Relationship between Pigeonhole Principle and Hall's Theorem
1 answers
1 votes
38 views
If A and B are row equivalent, and A$\mathbf x$ = $\mathbf b$ has a solution, then B$\mathbf x$ = $\mathbf b$ has a solution
1 answers
1 votes
76 views
Using Lagrange’s Theorem to prove the derivative has a solution in R
1 answers
0 votes
52 views
Write a statement that will be true if A = $\Bbb Z$ and false if A = $\Bbb N$
3 answers
0 votes
82 views
Prove or disprove that such a function exists
2 answers
0 votes
74 views
Prove or disprove: The recursive sequence $(a_{n})_{n=1}^\infty: a_{n+1} = -3 - a_{n}^2, a_1 = 2$ converges
1 answers
0 votes
62 views
Prove that there exists a point $d \in (a,b)$ such that $f''(d) > 0$
1 answers
0 votes
87 views
Disproving a limit of composite functions using Epsilon proof
1 answers
-1 votes
29 views
Prove by using the inverse functions, $f$ is surjective if and only if $h \circ f \circ g$ is surjective