Correct option is C
Given:
From the Venn diagram:
·
Female students = 102 (students ∩ girls) + 89 (students ∩ girls ∩ unemployed)
·
Only employed girls = 898 (girls region excluding students and unemployed, as shown in the diagram)
·
Female students who are unemployed = 89 (triple intersection)
Let:
·
A = all female students
·
B = only employed girls
·
C = girls who are both female students and unemployed
We need to find:
A + B − C
Formula:
1.
A = Female students = (Students ∩ Girls) + (Students ∩ Girls ∩ Unemployed)
2.
B = Only employed girls = (Only Girls region shown as 898)
3.
C = Female students who are unemployed = (Students ∩ Girls ∩ Unemployed)
4.
Required expression:
A + B − C
Solution:
Step 1: Calculate A
A = 102 + 89 A =
191
Step 2: Calculate B
B =
898
Step 3: Calculate C
C =
89
Step 4: Compute A + B − C
A + B − C = 191 + 898 − 89 =
1000
Final Answer: 1000
