Identify the theorems and/or identities that justify each step in the derivation below. If A and B are sets in a finite universe U, then N(A N B) = N(AN B) nu) - (บก (Aก 5) = N( (A ---Select---...


Identify the theorems and/or identities that justify each step in the derivation below.<br>If A and B are sets in a finite universe U, then<br>N(A N B) = N(AN B) nu)<br>- (บก (Aก 5)<br>= N( (A<br>---Select---<br>---Select---<br>N<br>N B)<br>---Select---<br>= N(U - (AN B))<br>---Select---<br>= N(U) – N(AN By)<br>---Select---<br>N(U) – N(A° U Bº)<br>---Select---<br>N(U) - N(A) + N(B) – N(A° N Bº)|<br>---Select---<br>><br>><br>><br>><br>

Extracted text: Identify the theorems and/or identities that justify each step in the derivation below. If A and B are sets in a finite universe U, then N(A N B) = N(AN B) nu) - (บก (Aก 5) = N( (A ---Select--- ---Select--- N N B) ---Select--- = N(U - (AN B)) ---Select--- = N(U) – N(AN By) ---Select--- N(U) – N(A° U Bº) ---Select--- N(U) - N(A) + N(B) – N(A° N Bº)| ---Select--- > > > >

Jun 05, 2022
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