First, you know that 80 - 22 = 58 students have read something in the past month. Out of those 58 students, 55 of them have read fiction, leaving only 3 students having read strictly nonfiction. Therefore, 35 - 3 = 32 studentshave read both nonfiction and fiction.
Neither. JD Salinger is dead.
Shelby Foote was neither Confederate or Union. He was a Twentieth Century author and historian from Mississippi who wrote both fiction and nonfiction about Southern life and the US Civil War.
It depends on the individual. In fiction neither are, they are fiction
The story that I know called 'The Secret Garden' has only one scene in it that could be unreal in any level would be better called fantasy than science fiction. As a whole the story would not be a good candidate for the genre.
Neither a journal nor a biography is fiction. A journal is typically a first-person account of daily events, and a biography is a third-person account of a life story. Some liberties and biases can be taken with both of these forms, but neither is straight fiction.
14 students take neither Spanish nor French.
No, the correct phrasing would be "Neither the teacher nor the students seem to understand the rules of the game" because "neither" is a negative term that indicates more than one person is involved.
Neither is correct. You would say "There are no students" or "There is not one student" or "There are not any students."
55 students speak English, 85 students speak Telugu, and 30 students speak neither. To find out how many students speak both English and Telugu, we can use the formula: Total = English + Telugu - Both + Neither. Plugging in the values: 150 = 55 + 85 - Both + 30. Solving for Both, we get: Both = 10 students.
Neither one. The apostrophe indicates possession or ownership. It would be plain students, with no apostrophe.
Since 6 students like neither, 21 students like math, and 2 students like physics, then only one student likes both math and physics (30 - 29).
A: 9 students take biology but not history. B: 11 take neither bio nor history. Reasons: A: 9 is the answer because if you subtract the number of students who take history and bio (8) from the total number of bio students (17) you get 9 (the remaining number of bio students who do not take history). B: 11 is the answer because a total of 22 students take history. however, 8 students take bio and history, and before, we found that 9 students only take bio. Therefore, if we add up the number of only bio students and history students (of which some also take bio, but are not exclusively bio), we get 31 students. If we subtract 31 from 42 (the total number of students), we get 11 remaining students who are in neither bio nor history.