Exercise 9 (H.W): a. Show that p n q = qa p and pv q = q v P b. Show that (p v 9) v r = pv (q v r) and (p^ 9^r = p^ (q c. Show that (p ^ 9 v r = (pへ)v(g >) d.Show that (pv r) n (9 v r) and (p v ^r = 9 ^ r = b - vd -=

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Exercise 9 (H.W):
a. Show that p^ q = 9^ p and P nd nA d r=p^ (qA
b. Show that (p v 9) v r = p v (q v r) and
c. Show that (p ^ 9 v r =
(pn r) v (g i r)
d.Show that
(p v r) ^
A (q v r) and (p v 9) ^ r =
b - vd -=
Transcribed Image Text:Exercise 9 (H.W): a. Show that p^ q = 9^ p and P nd nA d r=p^ (qA b. Show that (p v 9) v r = p v (q v r) and c. Show that (p ^ 9 v r = (pn r) v (g i r) d.Show that (p v r) ^ A (q v r) and (p v 9) ^ r = b - vd -=
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