Let U = {all soda pops}, A = {all diet soda pops}, B = {all cola soda pops}, C = {all soda pops in cans}, and D = {all caffeine-free soda pops}. Describe the set in words.
-$A ^ { \prime } \cap C$
A) All non-diet soda pops and all soda pops in cans
B) All diet soda pops and all soda pops in cans
C) All diet soda pops in cans
D) All non-diet soda pops in cans

Question

Quizplus · Accepted Answer

$A ^ { \prime } \cap C$ represents the intersection of the complement of set A (which is all non-diet soda pops) with set C (which is all soda pops in cans). Therefore, it describes all non-diet soda pops that are in cans.

Let U = {All Soda Pops}, a = {All Diet A′∩CA ^ { \prime } \cap CA′∩C

Let U = {All Soda Pops}, a = {All Diet $A ^ { \prime } \cap C$