Math, asked by psamayamantri, 25 days ago

21. There are 300 members in a club, 120 of them drink tea and 80 drink tea but not coffee. If each member drinks at least one beverage. Find (0) How many drink coffee. (i) How many drink coffee, but not tea​

Answers

Answered by rithishvel28102008
2

Step-by-step explanation:

Attachments:
Answered by amitnrw
9

Given : There are 300 members in a club,

120 of them drink tea and

80 drink tea but not coffee.

each member drinks at least one beverage.

To Find :  How many drink coffee.  

How many drink coffee, but not tea​

Solution:

Total  = 300

Tea  =  120

Coffee  = C

Tea  but not coffee  = T - T ∩ C  =  80

T ∩ C = ?

Total = T + C  - T ∩ C   as each member drinks at least one beverage.

=> 300 =  ( T - T ∩ C)  + C

=> 300 = 80  + C

=> C = 220

220 drink coffee

T - T ∩ C  =  80

=> 120 - T ∩ C  =  80

=> T ∩ C = 40

coffee, but not tea​ = C - T ∩ C  = 220 - 40  = 180

220 drink coffee

180 drink coffee, but not tea​

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