https://file.aiquickdraw.com/mathbot/file/1726744493264drcchg62.jpg

It looks like you want to convert the decimal numbers in the image to their hexadecimal (base 16) equivalents. Let me process the numbers shown and convert them to hexadecimal.

The numbers provided in the image are:

1. 166₁₀
2. 871₁₀
3. 1124₁₀
4. 2524₁₀
5. 5216₁₀

I will now convert each of these decimal numbers to hexadecimal.Here are the hexadecimal equivalents of the decimal numbers from the image:

1. 166₁₀ = A6₁₆
2. 871₁₀ = 367₁₆
3. 1124₁₀ = 464₁₆
4. 2524₁₀ = 9DC₁₆
5. 5216₁₀ = 1460₁₆

Would you like more details or have any questions?

Here are 5 related questions for further exploration:
1. How can you convert large decimal numbers to hexadecimal manually?
2. What is the importance of hexadecimal in computer systems?
3. Can you convert binary numbers directly to hexadecimal?
4. How would you convert hexadecimal numbers back to decimal?
5. How does hexadecimal simplify representing memory addresses?

**Tip:** When converting decimal to hexadecimal, each hex digit represents a power of 16 (e.g., 16⁰, 16¹, 16², etc.), which makes it more compact than binary or decimal.

Convert the decimal numbers 166, 871, 1124, 2524, and 5216 to hexadecimal.

Learn how to convert the decimal numbers 166, 871, 1124, 2524, and 5216 to their hexadecimal equivalents. This guide explains the process of converting numbers between different base systems using step-by-step methods. Suitable for students in Grades 9-12.

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