Math, asked by sanvi62535, 6 months ago

in a group of 800 students in a school, 150 students were found to be taking tea, 225 taking coffe, 100 were taking both tea and coffee. Find how many students were taking neither tea nor coffee​

Answers

Answered by Anika1234556
0

Answer:

150+225+100=475

475-800=325

therefore 325 students were not taking neither tea nor coffee

Answered by navaneeth1414
1

Answer:

this can be solved easily by using venn diagrams easily.

else

total no of students = 800

no of students taking tea= 150 = n (T)

no of students taking coffee=225= n(C)

no of students taking both = 100 = n(T)n n(C)

no of students taking tea or coffee

n(T) u n(C) = 150+225-100= 275

no of students taking neither tea nor cofee

= 800-275=525

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