Math, asked by uthayakumarm0, 1 month ago

In a party of 45 people,each one likes tea or coffee or both.35 people like tea and 20 people like coffee.find the number of people who i)like both tea and coffee ii)do not like tea iii)do not like coffee ​

Answers

Answered by vrushti2705
1

Answer:

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Step-by-step explanation:

(i) 10 people like both tea and coffee

(ii) 10 people don't like tea

(iii) 25 people don't like coffee

Answered by bagkakali
2

Answer:

there are 45 peoples

35 people like tea

so,(45-35)=10 people do not like tea

20 people like coffee

so, (45-20) =25 people do not like coffee

let x people like both tea and coffee

so,(35-x) people like only tea and

(20-x) people like only coffee

so, (35-x)+(20-x)+x=45

=> 35-x+20-x+x=45

=> -x=45-55

=> -x= -10

=> x=10

i)so 10 people like both tea and coffee

ii) 10 people do not like tea

iii) 25 people do not like coffee

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