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(a+b)+0=(a+b)CommutativeAssociativeDistributiveIdentity InverseProperty of zeroReflexiveSymmetricTransitive

(a+b)+0=(a+b)CommutativeAssociativeDistributiveIdentity InverseProperty of zeroReflexiveSymmetricTransitive
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(a+b)+0=(a+b)CommutativeAssociativeDistributiveIdentity InverseProperty of zeroReflexiveSymmetricTransitive

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User Eli Grey
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1 Answer

5 votes

In this case, the addition "property of zero" is applied, as we have:


x+0=x

answered
User Ian McGowan
by
8.3k points
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