b) There is not a minimum spanning tree of $G$ that doesn’t contain the edge $e$.
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Decide whether you think the following statements are true or false.Let $G$ be an arbitrary connected, undirected graph with a distinct cost on every edge. Suppose $e$ is the cheapest edge in $G$. Then,a) There is a minimum spanning tree of $G$ that contains the edge $e$.
A. 正确
B. 错误
$f=\Omega(g)\ $ and $g=\Omega(h)$, then $f=\ $_____.
A. $O(h)$
B. $\Omega(h)$
C. $\Theta(h)$
For every $r>1$, $r^n=$_____.
A. $O(n^2)$
B. $\Omega(\sqrt n)$
C. $\Theta(n^r)$
$f(n) = n^3 + 2n^2 + 1$ is _____.
A. $\Omega (n^4)$
B. $O (n^2)$
C. $\Theta (n^3)$