Math, asked by ananyaiyer17, 1 year ago

In a certain group of families living together in a certain locality of Bangalore, 35% families own a smart
television and 25% own a luxury hutch-back. 55% families own neither a smart television nor a luxury
hutch-back. 15 families own both a smart television and a luxury hutch-back. How many families are there
in the group?

Answers

Answered by vardhini1
3
may be 15 or 55 families
Answered by soyonikagogoi
21

Total number of families = x nos.

Families owning smart television = 35/100

Families owning luxury hutch-back = 25/100

Families owning both smart television and hutch-back = 15

Families owning neither smart television nor hutch-back =55/100

Total number of families = (smart tv owners + hutch-back owners) - (families owning both) + (families owning neither)

∴ x = (35 + 25) - (15) + (55)

⇒x = 60 - 15 + 55

⇒x = 45 + 55

⇒x = 100

The total number of families in the locality = 100 families.

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