Out of 20 members in a family ,12 like to take tea and 15 liketo take coffee . As each like at least one of the two drinks, find how many like (i) both (ii) only coffee and (iii) only tea .
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Out of 20 members in a family ,11 like to take tea and 14 like to take coffee.Assume that each one likes atleast one of the two drinks.How many like
1. only tea and not coffee
2. only coffee and tea
3. both
As it is not possible to draw the venn diagram please write and tell which circle will have how many students and the intersection part and other parts of the diagram etc...
If there any formula or logic to do such type of sum please tell the same
If you are assuming anything please give a proper reason for it.
pls mark as brainliest
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