Sharpening Your Skills In Exercises 21 – 26 , find, if possible, the number of elements in sets A , B , and C using the given information. If there is an inconsistency in the information, state where it occurs. A ⊂ B , A ∩ B = ∅ , n ( C − A ) = 8 , n ( A ∪ C ) = 12 , n ( C − B ) = 3 , n ( B ∪ C ) = 17.
Sharpening Your Skills In Exercises 21 – 26 , find, if possible, the number of elements in sets A , B , and C using the given information. If there is an inconsistency in the information, state where it occurs. A ⊂ B , A ∩ B = ∅ , n ( C − A ) = 8 , n ( A ∪ C ) = 12 , n ( C − B ) = 3 , n ( B ∪ C ) = 17.
Solution Summary: The author explains how to find the number of elements in A,B, and C, using the given information.
In Exercises 21 –26, find, if possible, the number of elements in sets
A
,
B
, and
C
using the given information. If there is an inconsistency in the information, state where it occurs.
A
⊂
B
,
A
∩
B
=
∅
,
n
(
C
−
A
)
=
8
,
n
(
A
∪
C
)
=
12
,
n
(
C
−
B
)
=
3
,
n
(
B
∪
C
)
=
17.
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