Use the Venn diagram and the given conditions to determine the number of elements in each region, or explain why the conditions are impossible to meet. n(U)=42, n(A)=21, n(B)=18, n(C)=23, n(ANB)=9, n(An C) = 10, n(B nC)= 8, n(AnBnC)=3 ... U O A. The number of elements in regions I, II, III, IV, V, VI, VII, VIII are respectively. A I II V IV VI VII C IIII First decide whether or not the conditions are possible to meet. Select the correct choice below and fill in the answer box(es) within your choice. VIII elements in set A but there are OB. It is impossible to meet the conditions because there are only elements in set A that are also in set B or C. A similar problem exists for set C. (Simplify your answers.) elements in set B but there are It is impossible to meet the conditions because there are only elements in set B that are also in set A or C. A similar problem exists for set C. (Simplify your answers.) O C.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Use the Venn diagram and the given conditions to determine the number of elements in
each region, or explain why the conditions are impossible to meet.
n(U)=42, n(A)=21, n(B)=18, n(C)=23, n(ANB)=9, n(An C) = 10, n(B nC) = 8,
n(AnBnC)=3
O A. The number of elements in regions I, II, III, IV, V, VI, VII, VIII are
respectively.
example
ww
…….
Get more help.
a
First decide whether or not the conditions are possible to meet. Select the correct choice below and fill in the answer
box(es) within your choice.
CO
U
elements in set A but there are
OB. It is impossible to meet the conditions because there are only
elements in set A that are also in set B or C. A similar problem exists for set C. (Simplify your answers.)
elements in set B but there are
OC. It is impossible to meet the conditions because there are only
elements in set B that are also in set A or C. A similar problem exists for set C. (Simplify your answers.)
A
Clear all
I II
V
IV VI
VII
C
III
96°F
VIII
A
C
Transcribed Image Text:Use the Venn diagram and the given conditions to determine the number of elements in each region, or explain why the conditions are impossible to meet. n(U)=42, n(A)=21, n(B)=18, n(C)=23, n(ANB)=9, n(An C) = 10, n(B nC) = 8, n(AnBnC)=3 O A. The number of elements in regions I, II, III, IV, V, VI, VII, VIII are respectively. example ww ……. Get more help. a First decide whether or not the conditions are possible to meet. Select the correct choice below and fill in the answer box(es) within your choice. CO U elements in set A but there are OB. It is impossible to meet the conditions because there are only elements in set A that are also in set B or C. A similar problem exists for set C. (Simplify your answers.) elements in set B but there are OC. It is impossible to meet the conditions because there are only elements in set B that are also in set A or C. A similar problem exists for set C. (Simplify your answers.) A Clear all I II V IV VI VII C III 96°F VIII A C
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