X +¬(X ^Y)

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section6.4: Graphs Of Logarithmic Functions
Problem 60SE: Prove the conjecture made in the previous exercise.
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Using algebraic adjustments, convert the formula (picture) to a disjunctive normal form.

Will you spot a mistake? Can the answer be only negative y? What about x? Can it just disappear? What does it mean? 

Thank you!

(E)
メ6(7×V74).(7(en)) 7e 74
...
S (k→(7xV7ッ))1 (htレ7)-→×) fesajes(t>4)1
...
E) (x レ(x u14))(1(k ax) *
E)
negacie (7(70)=P
E) ((x)V1ll)(4st, a (pum) E> P
-> (7(x n4)nxluGcx^s) (xn4)) Dist. a omne.
a
も(7(n4le>7rv74
Transcribed Image Text:(E) メ6(7×V74).(7(en)) 7e 74 ... S (k→(7xV7ッ))1 (htレ7)-→×) fesajes(t>4)1 ... E) (x レ(x u14))(1(k ax) * E) negacie (7(70)=P E) ((x)V1ll)(4st, a (pum) E> P -> (7(x n4)nxluGcx^s) (xn4)) Dist. a omne. a も(7(n4le>7rv74
X +¬(X ^Y)
Transcribed Image Text:X +¬(X ^Y)
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