**Problem 3:****Description:** Let LSA(x, b) represent a left arithmetic shift of x by b bits, and RSL(x, b) represent a right logical shift of x by b bits. Using two’s complement binary with a fixed size of 16 bits, determine the resulting decimal value of the following expression:\[ \text{LSA}(-16_{10}, 8) + \text{RSL}(-128_{10}, 4) \]**Options:**A) \( 1_{10} \) B) \(-8_{10}\) C) \(-112_{10}\) D) \(-66_{10}\) E) \(-128_{10}\) F) \(-172_{10}\) **Explanation:**- **Left Arithmetic Shift (LSA):** Moves all bits to the left by a specified number of positions (b), while preserving the sign bit for the most significant bit.- **Right Logical Shift (RSL):** Moves all bits to the right by a specified number of positions (b) while filling the vacated bit positions with zeros, regardless of the sign bit.**Objective:**Calculate the value in decimal for \( \text{LSA}(-16_{10}, 8) + \text{RSL}(-128_{10}, 4) \) using 16-bit two’s complement representation.

3. Let LSA(x,b) represent a left arithmetic shift of x by b bits, and RSL(x,b) represent a right logical shift of x by b bits. Using two's complement binary with fixed size of 16 bit, what is the result (in decimal) of the expression LSA(-1610,8) + RSL(-12810,4)? A) 110 XB) -810 C) -11210 D) -66₁10 E) -12810 F) -17210

3. Let LSA(x,b) represent a left arithmetic shift of x by b bits, and RSL(x,b) represent a right logical shift of x by b bits. Using two's complement binary with fixed size of 16 bit, what is the result (in decimal) of the expression LSA(-1610,8) + RSL(-12810,4)? A) 110 XB) -810 C) -11210 D) -66₁10 E) -12810 F) -17210

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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