Final answer:
The Greek version's megabyte capacity would be 1.2 times the English version's capacity, X, making it 1.2X if it is 20% more.
Step-by-step explanation:
The megabyte capacity of the Greek version of the dictionary would be 1.2X if it is 20% more than the English version. The capacity X represents the English version's size. To calculate the Greek version's size, you multiply X by 1.20 (since 20% is equivalent to the factor 1.20). It's a straightforward application of percentage increase to the original value.
If the English version of the dictionary boasts a megabyte capacity denoted as X, a 20% increase for the Greek version elevates it to 1.2X. This calculation reflects the augmentation in digital storage size, emphasizing the Greek edition's expanded capacity.
In the dynamic landscape of data storage, such adjustments are pivotal for accommodating linguistic variations and additional content.
The 20% increment mirrors the growth in the Greek version's digital space, ensuring it can encompass a comparable or extended lexicon while maintaining a parallel structure with its English counterpart. This mathematical representation underlines the flexibility inherent in digital capacities, vital for linguistic diversity in dictionaries.
The correct option is