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The image you uploaded seems to be part of a question asking you to convert a Babylonian numeral into a Hindu-Arabic numeral. The Babylonian numeral shown in the image consists of symbols like `<<` and `<<<<<`.

Using Babylonian numerals:
- A "<" symbol (one wedge) represents 1.
- A "<<" (two wedges) represents 2.
- Groups of "<" represent numbers from 1 to 9, and "<<" sets of 5 wedges represent 10s.

In this case:
- The numeral `<< <<<<<` can be split into the following groups:
  - `<<` represents 2 (in units).
  - `<<<<<` represents 5 (in tens).

Thus, the full number is 23 in Hindu-Arabic numerals, which matches the given answer.

Would you like further details or have any questions?

Here are five related questions to deepen your understanding:
1. How would you write the number 56 using Babylonian numerals?
2. What are the key differences between the Babylonian numeral system and the Roman numeral system?
3. How does the base-60 structure of Babylonian numerals affect how they represent larger numbers?
4. How were Babylonian numerals used in ancient mathematics and astronomy?
5. How would you write the number 120 in both Babylonian and Hindu-Arabic systems?

**Tip:** The Babylonian system is base-60, so higher values use multiples of 60, making the system different from our base-10 decimal system!

Use the table on the right to write the Babylonian numeral as a Hindu-Arabic numeral.

Learn how to convert the Babylonian numeral << <<<<< to the Hindu-Arabic numeral 23 using base-60 principles. This question covers ancient numeral systems, making it perfect for students in Grades 6-8 learning about different number representations.

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