https://file.aiquickdraw.com/mathbot/file/1727415539032o310kkgy.jpg

https://file.aiquickdraw.com/mathbot/file/17274155390320i8z9shj.jpg

From the uploaded images, I can see a few conversion problems involving different number systems. Let’s break them down:

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### First Image:
1. **\( 375_{8} = N_{10} \)**  
   Convert the octal number \( 375_8 \) to decimal (base 10).

2. **\( 842_{16} = N_{10} \)**  
   Convert the hexadecimal number \( 842_{16} \) to decimal (base 10).

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### Second Image:
1. **\( 654_8 = N_{10} \)**  
   Convert the octal number \( 654_8 \) to decimal (base 10).

2. **\( C4D_{16} = N_{10} \)**  
   Convert the hexadecimal number \( C4D_{16} \) to decimal (base 10).

3. **\( 11110001_2 = N_{10} \)**  
   Convert the binary number \( 11110001_2 \) to decimal (base 10).

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I can help solve these conversions. Let me know if you'd like the details for each!

Convert the following numbers to base 10 using positional value method.

Convert numbers from octal, hexadecimal, and binary systems to decimal using the positional value method. This guide provides step-by-step instructions and solutions for Grades 9-12 students learning about number systems and base conversions.

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