Here, $\texttt{p}$ points to $\texttt{x}$.
Also, $\texttt{q}$ points to $\texttt{p}$.
So,
$\texttt{*q}$ gives $\texttt{p}$
and
$\texttt{**q}$ gives the value of $\texttt{x}$.
Initially:
$\texttt{x = 10}$
First statement:
$\texttt{**q = **q + 4}$
Since $\texttt{**q}$ refers to $\texttt{x}$,
$\texttt{x = 10 + 4 = 14}$
Second statement:
$\texttt{*p = *p + 1}$
Since $\texttt{p}$ points to $\texttt{x}$,
$\texttt{x = 14 + 1 = 15}$
Now,
$\texttt{x = 15}$
and
$\texttt{**q = 15}$
$\therefore$ Output : $\texttt{15 15}$
Answer: B