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Given the logic function: f(a, b, c, d) = E(0, 2, 8, 9, 10, 12, 13,14), perform each of the following tasks as required. Show all your experimental results in ONE truth table as shown below a b cd forg fpract fsop fpos 1 ... ... 1 1 1 1) Obtain theoretically the output of the original function and record it in column forg. 2) Using Logisim, draw the logic diagram of the original function f. > Poke the inputs of the drawn logic diagram and record the output values in column fpract. 3) Use K-map to obtain the minimal logic equation of f in sum of products form (fsop). 4) Use Logisim to draw the logic diagram of the resulting function fsop . > Poke the inputs of the drawn logic diagram and record the output values in column fsop. 5) Using K-map, obtain the minimal logic equation of f in product of sums form (fpos). 6) Using Logisim, draw the logic diagram of the resulting function fpos . > Poke the inputs of the drawn logic diagram and record the output values in column fpos . 7) How many gates are required to construct each of the functions: forg, fsop , fpos ? Write your answer in the format explained in the lectures as show below: 4 3-input AND gates; (use ONE space to separate words) 1 4-input OR gates Where 4 is the number of gates, 3 the number of inputs in each gate, AND is the gate type.

Given the logic function: f(a, b, c, d) = E(0, 2, 8, 9, 10, 12, 13,14), perform each of the following tasks as required. Show all your experimental results in ONE truth table as shown below a b cd forg fpract fsop fpos 1 ... ... 1 1 1 1) Obtain theoretically the output of the original function and record it in column forg. 2) Using Logisim, draw the logic diagram of the original function f. > Poke the inputs of the drawn logic diagram and record the output values in column fpract. 3) Use K-map to obtain the minimal logic equation of f in sum of products form (fsop). 4) Use Logisim to draw the logic diagram of the resulting function fsop . > Poke the inputs of the drawn logic diagram and record the output values in column fsop. 5) Using K-map, obtain the minimal logic equation of f in product of sums form (fpos). 6) Using Logisim, draw the logic diagram of the resulting function fpos . > Poke the inputs of the drawn logic diagram and record the output values in column fpos . 7) How many gates are required to construct each of the functions: forg, fsop , fpos ? Write your answer in the format explained in the lectures as show below: 4 3-input AND gates; (use ONE space to separate words) 1 4-input OR gates Where 4 is the number of gates, 3 the number of inputs in each gate, AND is the gate type.

Computer Networking: A Top-Down Approach (7th Edition)
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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Given the logic function: f(a, b, c, d) = E(0, 2, 8, 9, 10, 12, 13,14), perform each of the following tasks as required. Show all your experimental results in ONE truth table as shown below bcd forg fpract fsop fpos a 1 ... ... 1 1 1 1 1) Obtain theoretically the output of the original function and record it in column forg . 2) Using Logisim, draw the logic diagram of the original function f. Poke the inputs of the drawn logic diagram and record the output values in column fpract. 3) Use K-map to obtain the minimal logic equation of f in sum of products form (fsop). 4) Use Logisim to draw the logic diagram of the resulting function fcop . > Poke the inputs of the drawn logic diagram and record the output values in column fsop . 5) Using K-map, obtain the minimal logic equation of f in product of sums form (fpos). 6) Using Logisim, draw the logic diagram of the resulting function fpos . Poke the inputs of the drawn logic diagram and record the output values in column fpos . 7) How many gates are required to construct each of the functions: forg , fsop , fpos ? Write your answer in the format explained in the lectures as show below: 4 3-input AND gates; (use ONE space to separate words) 1 4-input OR gates Where 4 is the number of gates, 3 the number of inputs in each gate, AND is the gate type. What to submit? One MS Word file named yourstudentID.docx containing the shown below head info and the following three parts: 1) Three logic functions (equations) for forg , fsop , fpos - 2) Three logic diagrams (circuits) for forg, fsop , fpos as image files (forg-jpg, fsop-jpg, fpos-jpg).
Transcribed Image Text:Given the logic function: f(a, b, c, d) = E(0, 2, 8, 9, 10, 12, 13,14), perform each of the following tasks as required. Show all your experimental results in ONE truth table as shown below bcd forg fpract fsop fpos a 1 ... ... 1 1 1 1 1) Obtain theoretically the output of the original function and record it in column forg . 2) Using Logisim, draw the logic diagram of the original function f. Poke the inputs of the drawn logic diagram and record the output values in column fpract. 3) Use K-map to obtain the minimal logic equation of f in sum of products form (fsop). 4) Use Logisim to draw the logic diagram of the resulting function fcop . > Poke the inputs of the drawn logic diagram and record the output values in column fsop . 5) Using K-map, obtain the minimal logic equation of f in product of sums form (fpos). 6) Using Logisim, draw the logic diagram of the resulting function fpos . Poke the inputs of the drawn logic diagram and record the output values in column fpos . 7) How many gates are required to construct each of the functions: forg , fsop , fpos ? Write your answer in the format explained in the lectures as show below: 4 3-input AND gates; (use ONE space to separate words) 1 4-input OR gates Where 4 is the number of gates, 3 the number of inputs in each gate, AND is the gate type. What to submit? One MS Word file named yourstudentID.docx containing the shown below head info and the following three parts: 1) Three logic functions (equations) for forg , fsop , fpos - 2) Three logic diagrams (circuits) for forg, fsop , fpos as image files (forg-jpg, fsop-jpg, fpos-jpg).
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