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To perform product of maxterms Boolean function must be brought into
- a)AND terms
- b)OR terms
- c)NOT terms
- d)NAND terms
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
To perform product of maxterms Boolean function must be brought intoa)...
Explanation:
Product of Maxterms is a Boolean function that is obtained by taking the complement of the sum of the minterms of the function. It can be represented in terms of OR gates.
Product of Maxterms is a way of representing a Boolean function in which the function is represented as a product of OR terms. Each OR term in the product represents a Maxterm of the function.
The steps to perform the product of Maxterms are as follows:
1. First, the given Boolean function must be converted into its complement form.
2. Then, the function must be brought into its sum of minterms form.
3. Next, the minterms must be identified and their complements must be taken.
4. The complement of each minterm must be represented as a product of literals.
5. Finally, the product of Maxterms can be obtained by taking the OR of the products of literals.
Conclusion:
In conclusion, the correct option is 'B', which is OR terms. This is because the product of Maxterms is a way of representing a Boolean function in terms of OR gates. Each OR term in the product represents a Maxterm of the function. Therefore, to perform the product of Maxterms, the Boolean function must be brought into its OR terms form.
Product of Maxterms is a Boolean function that is obtained by taking the complement of the sum of the minterms of the function. It can be represented in terms of OR gates.
Product of Maxterms is a way of representing a Boolean function in which the function is represented as a product of OR terms. Each OR term in the product represents a Maxterm of the function.
The steps to perform the product of Maxterms are as follows:
1. First, the given Boolean function must be converted into its complement form.
2. Then, the function must be brought into its sum of minterms form.
3. Next, the minterms must be identified and their complements must be taken.
4. The complement of each minterm must be represented as a product of literals.
5. Finally, the product of Maxterms can be obtained by taking the OR of the products of literals.
Conclusion:
In conclusion, the correct option is 'B', which is OR terms. This is because the product of Maxterms is a way of representing a Boolean function in terms of OR gates. Each OR term in the product represents a Maxterm of the function. Therefore, to perform the product of Maxterms, the Boolean function must be brought into its OR terms form.
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Community Answer
To perform product of maxterms Boolean function must be brought intoa)...
Because maxterms are in form of " product of sum" (POS) hence OR terms are required.
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To perform product of maxterms Boolean function must be brought intoa)AND termsb)OR termsc)NOT termsd)NAND termsCorrect answer is option 'B'. Can you explain this answer?
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