F25 (ABC) = A+ B Again, F2S stands for F2 simplified. Prove that the logic circuit reduces to this simpler expression. By implementing the tables mentioned in Step 1 and Section 3.2. Make sure that you mention which law or theorem is used in cach step of the simplification. Questions: 4. Name the logic gates that will be needed for both the original and simplified Boolean expressions? (Hint: AND, OR, NOT, or XOR gates) 5. Based on the answer to Question #1, Which of the TTL chips from your DLD lab kit would you use to build both versions of F2? 6. If the number of input combinations is determined by the function: 2", where n is the number of inputs for a given Boolean expression. Then how many combinations of inputs are needed in total for the F2 and F2S logic circuits?

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F25 (ABC) = A+ B
Again, F2S stands for F2 simplified. Prove that the logic circuit reduces to this simpler
expression. By implementing the tables mentioned in Step 1 and Section 3.2. Make sure that
you mention which law or theorem is used in cach step of the simplification.
Questions:
4. Name the logic gates that will be needed for both the original and simplified Boolean
expressions? (Hint: AND, OR, NOT, or XOR gates)
5. Based on the answer to Question #1, Which of the TTL chips from your DLD lab kit
would you use to build both versions of F2?
6. If the number of input combinations is determined by the function: 2", where n is the
number of inputs for a given Boolean expression. Then how many combinations of
inputs are needed in total for the F2 and F2S logic circuits?
Transcribed Image Text:F25 (ABC) = A+ B Again, F2S stands for F2 simplified. Prove that the logic circuit reduces to this simpler expression. By implementing the tables mentioned in Step 1 and Section 3.2. Make sure that you mention which law or theorem is used in cach step of the simplification. Questions: 4. Name the logic gates that will be needed for both the original and simplified Boolean expressions? (Hint: AND, OR, NOT, or XOR gates) 5. Based on the answer to Question #1, Which of the TTL chips from your DLD lab kit would you use to build both versions of F2? 6. If the number of input combinations is determined by the function: 2", where n is the number of inputs for a given Boolean expression. Then how many combinations of inputs are needed in total for the F2 and F2S logic circuits?
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