Concept:
Restriction endonucleases are molecular scissors that recognize specific palindromic nucleotide sequences in double-stranded DNA. They cleave the phosphodiester backbone at precise locations.
• If the enzyme cuts right in the middle of the recognition sequence, it creates blunt ends.
• If it cuts staggered away from the center but between the same two bases on both strands, it creates single-stranded overhangs called sticky ends.
Step 1: Identify the exact position of the cleavage arrow on the top strand ($5' \rightarrow 3'$).
The endonuclease $Pst\,\text{I}$ targets the sequence $5'\text{-CTGCAG-}3'$. Looking at the positional arrows provided in the problem statement:
The downward arrow ($\downarrow$) is positioned right before the final Guanine base (G) at the $3'$ end of the top sequence:
\[
5'\text{—C—T—G—C—A} \downarrow \text{G—}3'
\]
This means the top strand is severed between Adenine (A) and Guanine (G). The resulting left piece retains $5'\text{-CTGCA}$ while the isolated right piece is $\text{G-}3'$.
Step 2: Identify the position of the cleavage arrow on the bottom strand ($3' \rightarrow 5'$).
The upward arrow ($\uparrow$) is located right after the initial Guanine base (G) at the $3'$ start of the lower sequence, which corresponds to cutting between Guanine (G) and Adenine (A):
\[
3'\text{—G} \uparrow \text{A—C—G—T—C—}5'
\]
This cleaves the strand, leaving an isolated $3'\text{-G}$ fragment on the left, and an $\text{ACGTC-}5'$ fragment on the right side.
Step 3: Assemble the physical fragments generated.
When the physical split occurs, the DNA molecule separates cleanly into two staggered sections:
• Fragment 1:
\[
\begin{aligned}
5' &\text{ C—T—G—C—A } 3'
3' &\text{ G } 5'
\end{aligned}
\]
• Fragment 2:
\[
\begin{aligned}
5' &\text{ G } 3'
3' &\text{ A—C—G—T—C } 5'
\end{aligned}
\]
Combining the structural look shows that the cut separates the sequence into a large block containing $5'\text{-CTGCA-}3'$ paired with $3'\text{-G-}5'$, and a second block of $5'\text{-G-}3'$ over $3'\text{-ACGTC-}5'$. This matches the staggered split presented in Option (D).