A max-term, also known as a standard product, is a logical sum (OR) of literals. It is called a max-term because, in Boolean algebra, the OR operation is analogous to the arithmetic operation of maximum. Therefore, a max-term yields a value of 1 (true) if any of its literals is 1, and a value of 0 (false) only if all of its literals are 0.

For example, in a three-variable Boolean function, a max-term could be A + B + C. This max-term would be true if A, B, or C is true, and false only if all three are false.

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A max-term, also known as a standard product, is a logical sum (OR) of literals. It is called a max-term because, in Boolean algebra, the OR operation is analogous to the arithmetic operation of maximum. Therefore, a max-term yields a value of 1 (true) if any of its literals is 1, and a value of 0 (false) only if all of its literals are 0.

For example, in a three-variable Boolean function, a max-term could be A + B + C. This max-term would be true if A, B, or C is true, and false only if all three are false.

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A max-term, also known as a standard product, is a logical sum (OR) of literals. It is called a max-term because, in Boolean algebra, the OR operation is analogous to the arithmetic operation of maximum. Therefore, a max-term yields a value of 1 (true) if any of its literals is 1, and a value of 0 (false) only if all of its literals are 0.

For example, in a three-variable Boolean function, a max-term could be A + B + C. This max-term would be true if A, B, or C is true, and false only if all three are false.

Define a max-term

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