In the given diagram if $O$ represents people who like to read novels, $△$ represents people who like to read poetry and $□$ represent people who like to read literature, then how many people like both novel and literature but not poetry?

4

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5

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6

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7

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Solution

The correct option is C $7$
The intersecting regions show the number of people having two or more than 2 interests. So people liking novel and literature will be in the intersection of circle and rectangle, i.e 5+7=12, but those who don't like potery among them will be only 7 since 5 is in the intersection of all 3 interests. Hence, D is right option.

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In the given diagram if O represents people who like to read novels, △ represents people who like to read poetry and □ represent people who like to read literature, then how many people like both novel and literature but not poetry?

In the given diagram if $O$ represents people who like to read novels, $△$ represents people who like to read poetry and $□$ represent people who like to read literature, then how many people like both novel and literature but not poetry?