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https://math.answers.com/algebra/How_do_you_do_boolean_algebra

How do you do boolean algebra? - Answers

It is used in science and proofs of proofs in maths, taking an example: Hypothesis: Bananas are red. (There exists) x x (is an element of) Red (and) Banana Banana (implies) Red (not) Red (implies) (not) Banana If a yellow banana is found, (There exists) y y(is an element of)Banana (therefore) y(is an element of) Red There is a contradiction, as the banana must be red, but it is yellow. The above is not the only use, but Boolean algebra exclusively contains symbols of (not), (and), and (or).



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How do you do boolean algebra? - Answers

https://math.answers.com/algebra/How_do_you_do_boolean_algebra

It is used in science and proofs of proofs in maths, taking an example: Hypothesis: Bananas are red. (There exists) x x (is an element of) Red (and) Banana Banana (implies) Red (not) Red (implies) (not) Banana If a yellow banana is found, (There exists) y y(is an element of)Banana (therefore) y(is an element of) Red There is a contradiction, as the banana must be red, but it is yellow. The above is not the only use, but Boolean algebra exclusively contains symbols of (not), (and), and (or).



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https://math.answers.com/algebra/How_do_you_do_boolean_algebra

How do you do boolean algebra? - Answers

It is used in science and proofs of proofs in maths, taking an example: Hypothesis: Bananas are red. (There exists) x x (is an element of) Red (and) Banana Banana (implies) Red (not) Red (implies) (not) Banana If a yellow banana is found, (There exists) y y(is an element of)Banana (therefore) y(is an element of) Red There is a contradiction, as the banana must be red, but it is yellow. The above is not the only use, but Boolean algebra exclusively contains symbols of (not), (and), and (or).

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      It is used in science and proofs of proofs in maths, taking an example: Hypothesis: Bananas are red. (There exists) x x (is an element of) Red (and) Banana Banana (implies) Red (not) Red (implies) (not) Banana If a yellow banana is found, (There exists) y y(is an element of)Banana (therefore) y(is an element of) Red There is a contradiction, as the banana must be red, but it is yellow. The above is not the only use, but Boolean algebra exclusively contains symbols of (not), (and), and (or).
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