In your one-room 19th-century schoolhouse, all the grades from one through nine or ten share the same teacher and the same room, so you have to learn to concentrate, because another class is usually up reciting their lessons to the teacher. Your teacher sets you a lesson to learn - so many pages of geography or history to memorize, so many sums to work out in arithmetic, so many words to learn to spell, a certain length of composition (writing). When your class is called, you go to the front, stand before the teacher, and answer the questions in turn. If you answer the most questions correctly, you're "head of the class." Reading, writing and arithmetic are the main subjects, but you aren't taught to "discover" or "question" unless your teacher is exceptionally good (or original). Instead, you learn by "rote," or by memorizing. You also take geography, history, grammar, agriculture, and other subjects. If you're thirteen and old enough to study for the "entrance" exam to high school, you might have to stay after school to study extra subjects like algebra, Latin and French.

Students were expected to learn complex arithmetic before they left school. Younger students learned simple sums in addition, subtraction, multiplication and division, then graduated to weights, measurements, and problems. Note the different measurements given in this arithmetic book from 1882. Do you recognize all of them? Do we still use these measurements?