Barabási: Ch. 3 — Random Networks

$G_1(\mathrm{N,}{p}_1)$ and $G_2(\mathrm{N,}{p}_2)$ are two random networks with the same number of nodes $\mathrm{N,\; but\; different\; link\; probabilities\; with }$$p_1>p_2$. 

Which of the following statements is correct?

a) $G_1$will have a lower clustering coefficient than $G_2$.

b) $G_2$ will have a larger average degree than $G_1$.

c) $G_1$is more likely to contain a giant component than $G_2$.

d) Both $G_1$and $G_2$must have the same degree distribution, since they share the same $\mathrm{number\; of\; nodes\; N.}$

e) None of the above

Original idea by: Gabriel Sato