What is the formula to find the largest signed value that can be represented by n bits? Use^ to show the power. For example: n¹0 = n^10. Please do not use space in your formula. Make sure to use parentheses if required. For example: n10-n - 12 = n^(10-n)-12 Part 2: What is the formula to find the smallest signed value that can be represented by n bits? Use ^ to show the power. For example: n¹0 = n^10. Please do not use space in your formula. Make sure to use parentheses if required. For example: n10-n - 12 n^(10-n)-12

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Hello. Please answer the attached Computer Organization & Architecture question and its 2 parts correctly. Please answer correctly, you do not have to give a very lengthy explanation.  

*If you answer the question and its two parts correctly, I will give you a thumbs up. Thanks.

## Part 1:
**What is the formula to find the largest signed value that can be represented by n bits?**

- **Use ^ to show the power.** For example: \( n^{10} = n^10 \).
- **Please do not use space in your formula.**
- **Make sure to use parentheses if required.** For example: \( n^{10-n} - 12 = n^{(10-n)} - 12 \).

## Part 2:
**What is the formula to find the smallest signed value that can be represented by n bits?**

- **Use ^ to show the power.** For example: \( n^{10} = n^10 \).
- **Please do not use space in your formula.**
- **Make sure to use parentheses if required.** For example: \( n^{10-n} - 12 = n^{(10-n)} - 12 \). 

Note: This instructional prompt details how to input mathematical formulas in a specific format, useful for understanding the maximum and minimum values representable with a given number of bits in binary systems.
Transcribed Image Text:## Part 1: **What is the formula to find the largest signed value that can be represented by n bits?** - **Use ^ to show the power.** For example: \( n^{10} = n^10 \). - **Please do not use space in your formula.** - **Make sure to use parentheses if required.** For example: \( n^{10-n} - 12 = n^{(10-n)} - 12 \). ## Part 2: **What is the formula to find the smallest signed value that can be represented by n bits?** - **Use ^ to show the power.** For example: \( n^{10} = n^10 \). - **Please do not use space in your formula.** - **Make sure to use parentheses if required.** For example: \( n^{10-n} - 12 = n^{(10-n)} - 12 \). Note: This instructional prompt details how to input mathematical formulas in a specific format, useful for understanding the maximum and minimum values representable with a given number of bits in binary systems.
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