Get expert advice and insights on any topic with IDNLearn.com. Discover detailed answers to your questions with our extensive database of expert knowledge.
Sagot :
If there are 23 students study Economics,6 students study both government and economics and 48 students study either government or economics or both then there are 31 students study government, 17 students study economics only and 25 students are there who study government only.
Given that in a secondary school class, 23 students study Economics, 6 students study both government and economics. 48 students study either government or Economics or both.
We are required to find :
- what is the total number of students who study government?
- How many study only economics?
- How many study only government?
Suppose E represents economics students and G students government students. In this way:
E=23
G∩E=6 (And represents intersection between sets)
G∪E=48 (Or represents union of sets)
G∪E=G+E-G∩E
48=G+23-6
G=48-17
G=31
Economics only=E-G∩E
=23-6
=17
Governments only=G-G∩E
=31-6
=25
Hence if there are 23 students study Economics,6 students study both government and economics and 48 students study either government or economics or both then there are 31 students study government, 17 students study economics only and 25 students are there who study government only.
Learn more about sets at https://brainly.com/question/2166579
#SPJ1
We appreciate your participation in this forum. Keep exploring, asking questions, and sharing your insights with the community. Together, we can find the best solutions. Your questions are important to us at IDNLearn.com. Thanks for stopping by, and come back for more reliable solutions.
