For an arithmetic sequence $(a_{n})$,
$$\begin{aligned} & a_{1} \cdot a_{2} \cdot a_{3} = 2 \\ & a_{2} \cdot a_{3} \cdot a_{4} = 14 \end{aligned}$$
are given. Accordingly, what is the product $a_{3} \cdot a_{4} \cdot a_{5}$?
A) 28 B) 35 C) 42 D) 49 E) 56
For an arithmetic sequence $(a_{n})$,

$$\begin{aligned}
& a_{1} \cdot a_{2} \cdot a_{3} = 2 \\
& a_{2} \cdot a_{3} \cdot a_{4} = 14
\end{aligned}$$

are given.
Accordingly, what is the product $a_{3} \cdot a_{4} \cdot a_{5}$?

A) 28
B) 35
C) 42
D) 49
E) 56