In a survey of students about favorite sports, the results include 26 who like tennis, 23 who like football, 9 who like tennis and football, 18 who like tennis and baseball, 15 who like football and baseball, 5 who like all three sports, and 6 who like none of the sports. How many students like only tennis and football? How many students like only tennis and baseball? How many students like only baseball and football?
To find the number of students who like only tennis and football, we need to subtract the number of students who like both sports from the total number of students who like football. The number of students who like both sports is 9, so the number of students who like only football is 23 - 9 = <<23-9=14>>14.
To find the number of students who like only tennis and baseball, we need to subtract the number of students who like both sports from the total number of students who like tennis. The number of students who like both sports is 18, so the number of students who like only tennis is 26 - 18 = <<26-18=8>>8.
To find the number of students who like only baseball and football, we need to subtract the number of students who like both sports from the total number of students who like baseball. The number of students who like both sports is 15, so the number of students who like only baseball is 15 - 5 = <<15-5=10>>10.
Therefore, there are 14 students who like only tennis and football, 8 students who like only tennis and baseball, and 10 students who like only baseball and football.