Math Problem Statement
In a student campus having 420 residents, everybody speaks at least one of the three languages
- French, English and Spanish. The number of people who speak French is 200, the number of people who speak English is 300 and the number of people who speak Spanish is 400. What is the minimum possible number of students who speak all the three languages?
Solution
Ask a new question for Free
By Image
Drop file here or Click Here to upload
Math Problem Analysis
Mathematical Concepts
Set theory
Inclusion-exclusion principle
Formulas
-
Theorems
Inclusion-exclusion principle
Suitable Grade Level
High school and above
Related Recommendation
Minimum Number of Students Speaking All Three Languages - French, English, Spanish
Inclusion-Exclusion Principle: Calculating Students Taking All Three Languages
Set Theory Problem: Students Speaking Two Languages in a Class of 90
Solving a Set Theory Problem with Venn Diagrams and Inclusion-Exclusion Principle
Math Problem: Set Theory and Inclusion-Exclusion Principle