In the given Venn diagram, the 'circle' represents ladies, the 'triangle' represents 'teachers' and the 'rectangle' represents 'unmarried persons.' The numbers given in the diagram represent the number of persons in that particular category.

How many married ladies are teachers?
Explanation
To solve this problem, we need to carefully interpret the Venn diagram based on the given categories:
Definitions:
Required Category:
We need to find "Married ladies who are teachers."
This means the person must be a Lady (inside the circle) and a Teacher (inside the triangle), but NOT Unmarried (outside the rectangle).
Analyzing the Venn Diagram:
The intersection of the circle and the triangle includes two sections: one with the number 3 and one with the number 9.
The number 9 lies inside the rectangle (which represents unmarried persons), so it represents "Unmarried lady teachers."
The number 3 lies inside the circle and the triangle, but it is outside the rectangle.
Since the rectangle represents "unmarried persons," the area outside the rectangle represents "married persons." Therefore, the value 3 represents the ladies who are teachers and are not in the rectangle (meaning they are married).
Number of married lady teachers=3
The correct option is (b) 3.