2. Let $Q_1$ be the mean of $x$, $Q_2$ the sample standard deviation of $x$, $Q_3$ the mean of $y$,
$Q_4$ the sample standard deviation of $y$, and $Q_5$ the linear correlation coefficient of $x$ and
y, where the sequences $x$ and $y$ are as follows:
x: -25, -91, 62, 29, 38, 56, 75, 69, -86, 36, -80, -9,
y: 85, -19, 46, 21, 73, 10, -19, 54, -27, 24, -8, 47.
Let $Q = \ln(3 + |Q_1| + 2|Q_2| + 3|Q_3| + 4|Q_4| + 5|Q_5|)$. Then $T = 5 \sin^2(100Q)$ satisfies:-
(A) $0 \le T < 1$. (B) $1 \le T < 2$. (C) $2 \le T < 3$. (D) $3 < T < 4$. (E) $4 \le T \le 5$.