A company conducted a survey on 25 houses being sold in an auction to see which of the three popular options should be included in a bedroom: Aircon, TV, and Closet. The survey found: 15 wants aircon 12 wants TV 11 wants closet 5 wants aircon and TV 9 wants aircon and closet 4 wants TV and closet 3 wants all to be included Find the following a. Only Closet = b. Only Aircon = c. Only TV = d. TV and Closet but not Aircon = e. Aircon and TV but not Closet = f. Only one of the options to be included = g. At least one of the options to be included = h. None of the options to be included.= i. At least two of the options to be included = j. Exactly two of the options to be included =

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A company conducted a survey on 25 houses being sold in an auction to see which of the three popular options should be included in
a bedroom: Aircon, TV, and Closet. The survey found:
15 wants aircon
12 wants TV
11 wants closet
5 wants aircon and TV
9 wants aircon and closet
4 wants TV and closet
3 wants all to be included
Find the following
a. Only Closet =
b. Only Aircon =
c. Only TV =
d. TV and Closet but not Aircon =
e. Aircon and TV but not Closet =
f. Only one of the options to be included =
g. At least one of the options to be included =
%3!
h. None of the options to be included.=
i. At least two of the options to be included =
j. Exactly two of the options to be included =
Transcribed Image Text:A company conducted a survey on 25 houses being sold in an auction to see which of the three popular options should be included in a bedroom: Aircon, TV, and Closet. The survey found: 15 wants aircon 12 wants TV 11 wants closet 5 wants aircon and TV 9 wants aircon and closet 4 wants TV and closet 3 wants all to be included Find the following a. Only Closet = b. Only Aircon = c. Only TV = d. TV and Closet but not Aircon = e. Aircon and TV but not Closet = f. Only one of the options to be included = g. At least one of the options to be included = %3! h. None of the options to be included.= i. At least two of the options to be included = j. Exactly two of the options to be included =
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