28 students,all of whom study either science,language or both.18 students study language and 14 study science.how many students study acience and language? and how many study only science?

To find out how many students study both science and language, we can start by adding the number of students who study language (18) and the number of students who study science (14). This gives us a total of 32 students. However, we need to keep in mind that some students might be counted twice since they study both subjects.

To adjust for this double counting, we subtract the total number of students (28) from the previous total (32). This will give us the number of students who study both science and language: 32 - 28 = 4 students.

To find out how many students study only science, we need to subtract the number of students who study both science and language from the total number of science students. In this case, the total number of students who study science is 14, and we already know that 4 students study both science and language. Thus, the number of students who study only science is 14 - 4 = 10 students.

Therefore, there are 4 students who study both science and language, and 10 students who study only science.