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Chapter 2.15, Problem 2.15.3CP
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Based on the last digit of your Kean ID: Create an LC-3 program that compares 3 personally assigned to you numbers stored in memory and finds the maximum of them. Compile and run on https://wchargin.com/lc3web/. Screenshot and explain your result. ID 0 A 7 B с -3 12 1 0 5 -1 Expected max 12 5 2 -8 -2 6 9 My Kean ID: 1233321 3 14 3 6 14 4 -5 -6 -1 -1 сл 5 10 0 4 10 6 2 11 1 11 7 -9 7 -4 7 8 00 66 00 8 5 13 13 9 -2 3 0 3
8 9 See the program below that we worked on in class and that multiplies A=4 by B=5, the result 20 is stored in a particular register: Address 15 14 པPy"BI" ༦ དད་པས་ས་་ 12 11 11 10 9 8 7 6 109876543210 13 12 x3000 0 0 0 0 0 1000 000110 x3001 0 0 1 0 0 1 0000 000110 x3002 0 1 0 1 0 1 101 1 100000 x3003 0 0 0 1 0 1 x3004 0 0 0 1 0 101 1 000001 10010 111111 x3005 0 0 0 0 1 01 1 11 1 1 1 1 0 1 x3006 1 1 1 1 0 00000100101 x3007 0 0 0 0 0 00000000101 x3008 0 00 00 0 0000 0000100 Based on the last digit of your Kean ID, you need to modify it to multiply the personally assigned A and B to you and store the result exactly in the register assigned. Write a program in machine language (in binary) so it looks similar to the above. 3 4 ID 0 A 3 B Result Register 6 R4 1 4 7 R5 2 7 3 R6 My Kean ID: 1233321 2 2 00 8 6 5 9 1 6 R7 33 34 R4 6 0 7 R5 55 7 5 5 R6 6 1 12 R7 RR 7 R3 Trace the program/loop step by step and provide the result of your tracing. SHOW ALL YOUR WORK.
You are tasked with developing a portable system that can be worn to collect health and fitness data. The challenge is to integrate all functions into the smaller form of an ear clip. The device should include heart rate, movement and temperature sensor and wireless communication with a mobile app. Draw a diagram- hardware architecture of the system- including the selection of suitable sensors, communication modules, and an energy-efficient microcontroller. (visualize the components and their connections)

Chapter 2 Solutions

Introduction to Java Programming and Data Structures, Comprehensive Version (11th Edition)

Chapter 2.9, Problem 2.9.2CP Chapter 2.9, Problem 2.9.3CP Chapter 2.9, Problem 2.9.4CP Chapter 2.9, Problem 2.9.5CP Chapter 2.9, Problem 2.9.6CP Chapter 2.9, Problem 2.9.7CP Chapter 2.9, Problem 2.9.8CP Chapter 2.10, Problem 2.10.1CP Chapter 2.10, Problem 2.10.2CP Chapter 2.10, Problem 2.10.3CP Chapter 2.10, Problem 2.10.4CP Chapter 2.11, Problem 2.11.1CP Chapter 2.12, Problem 2.12.1CP Chapter 2.13, Problem 2.13.1CP Chapter 2.14, Problem 2.14.1CP Chapter 2.14, Problem 2.14.2CP Chapter 2.15, Problem 2.15.1CP Chapter 2.15, Problem 2.15.2CP Chapter 2.15, Problem 2.15.3CP Chapter 2.15, Problem 2.15.4CP Chapter 2.15, Problem 2.15.5CP Chapter 2.15, Problem 2.15.6CP Chapter 2.16, Problem 2.16.1CP Chapter 2.17, Problem 2.17.1CP Chapter 2.18, Problem 2.18.1CP Chapter 2.18, Problem 2.18.2CP Chapter 2.18, Problem 2.18.3CP Chapter 2.18, Problem 2.18.4CP Chapter 2, Problem 2.1PE Chapter 2, Problem 2.2PE Chapter 2, Problem 2.3PE Chapter 2, Problem 2.4PE Chapter 2, Problem 2.5PE Chapter 2, Problem 2.6PE Chapter 2, Problem 2.7PE Chapter 2, Problem 2.8PE Chapter 2, Problem 2.9PE Chapter 2, Problem 2.10PE Chapter 2, Problem 2.11PE Chapter 2, Problem 2.12PE Chapter 2, Problem 2.13PE Chapter 2, Problem 2.14PE Chapter 2, Problem 2.15PE Chapter 2, Problem 2.16PE Chapter 2, Problem 2.17PE Chapter 2, Problem 2.18PE Chapter 2, Problem 2.19PE Chapter 2, Problem 2.20PE Chapter 2, Problem 2.21PE Chapter 2, Problem 2.22PE Chapter 2, Problem 2.23PE

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