The statement form (ac) ⇒ (bc) is equivalent to O [(~avc) ^ (av~c)] ^ [(~b v c) ^ (b v~c)] ~[(~a v c) ^ (a v~c)] ^ [(~b v c) ^ (bv~c)] O[(avc)^(av~c)] v [(~b v c) ^ (bv ~c)] O [(avc) ^ (av~c)] v ~[(~b v c) ^ (bv~c)]
The statement form (ac) ⇒ (bc) is equivalent to O [(~avc) ^ (av~c)] ^ [(~b v c) ^ (b v~c)] ~[(~a v c) ^ (a v~c)] ^ [(~b v c) ^ (bv~c)] O[(avc)^(av~c)] v [(~b v c) ^ (bv ~c)] O [(avc) ^ (av~c)] v ~[(~b v c) ^ (bv~c)]
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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