Prove the Absorption Laws
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The absorption law states that: X+XY=XX+XY=X
Which is equivalent to (X⋅1)+(XY)=X
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Step-by-step explanation:
The absorption law states that: X+XY=X
Which is equivalent to (X⋅1)+(XY)=X
No problem yet, it's this next step that stumps me. How can I apply the distributive law when there are two "brackets"?
How can I manipulate (X⋅1)+(XY)=X to give me X⋅(1+Y)?
I understand that the absorption law works. I would just like to see how the algebra proof works.
Thank you!
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