Install the software on your computer (see notes/instructions on page 7 of these notes) B. Read and follow directions in Appendix B of the text to create a project for practice C. Follow all the steps in Appendix B.3 to create and simulate the same function the authors use in the text book, but use Fsss for the output and print out the logic and simulation. The sss in Fsss are the last three digits of your 8-digit id number. Also, develop a truth table and show that the simulation agrees with your truth table. A. Using the same approach as in I.C. above, simulate a system having two inputs, A and B, and two outputs, F1sss and F2sss where F1sss = (A B)' using a NAND and also F2sss = A' + B' using an OR with two NOT gates. Think of F1 and F2 as a system with two inputs, A and B, and two outputs, F1 and F2. Print out the logic and simulation. Also, draw a block diagram for this system. B. Q: Are the outputs Flsss and F2sss the same for any given input? Briefly explain your answer. Install the software on your computer (see notes/instructions on page 7 of these notes) B. Read and follow directions in Appendix B of the text to create a project for practice C. Follow all the steps in Appendix B.3 to create and simulate the same function the authors use in the text book, but use Fsss for the output and print out the logic and simulation. The sss in Fsss are the last three digits of your 8-digit id number. Also, develop a truth table and show that the simulation agrees with your truth table. A. Using the same approach as in I.C. above, simulate a system having two inputs, A and B, and two outputs, F1sss and F2sss where F1sss = (A B)' using a NAND and also F2sss = A' + B' using an OR with two NOT gates. Think of F1 and F2 as a system with two inputs, A and B, and two outputs, F1 and F2. Print out the logic and simulation. Also, draw a block diagram for this system. B. Q: Are the outputs Flsss and F2sss the same for any given input? Briefly explain your