Statements : All pencils are pens.

All the pens are inks.

Conclusions : 1. All the pencils are inks.

                       2. Some inks are pencils. 

Correct option is D

Let's analyze the logical relationships step by step.

1. All pencils are pens.
   • This means pencils are a subset of pens.
2. All pens are inks.
   • This means pens are a subset of inks.

1. "All pencils are inks."

   • Since pencils ⊆ pens and pens ⊆ inks, it logically follows that pencils ⊆ inks.
   • Conclusion 1 follows.

2. "Some inks are pencils."

   • We know that all pencils are inks, which means at least some inks must contain pencils.
   • Conclusion 2 follows.

The correct answer is Since both conclusions logically follow, the correct option is:
(D) Both conclusion 1 and conclusion 2 follow.