Taking notes you will actually use
Notes are for making later study easier, not for transcribing the lecture. The Cornell layout, plus an example bank.
Most lecture notes are never read again, because they are a wall of text that is harder to use than the textbook. Notes earn their keep when they become questions you can quiz yourself with and examples you can redo.
The Cornell layout
- Draw a line a third of the way from the left. Right column: notes during lecture. Left column: filled in after class with a question for each chunk of notes ("What is the derivative of ln x and why?").
- Bottom strip: a two-sentence summary of the lecture, written the same day.
- Reviewing means covering the right column and answering the left-column questions out loud. That is active recall, built into the page.
In a math or physics lecture
- Copy every worked example completely, including the setup words the instructor says out loud ("since the force is perpendicular, work is zero").
- Mark the moment you got lost with a big "?" and keep writing. Fill the gap from the textbook or Mathub notes that evening.
- Write formulas with the conditions they need: "only when a is constant" next to the kinematics equations.
The example bank
Keep one document per class with the cleanest version of every example type you have met: one limit by factoring, one related-rates problem, one free-body diagram with friction. Before an exam, this bank is worth more than the whole notebook. Mathub notes pages already have one worked example per section, and the scratchpad keeps your own.
Put it to work
Mathub turns these ideas into a daily plan: due flashcards on a spacing schedule, one-question lessons, endless practice and a focus timer, for M171, PHSX 220, M151Q, WRIT 101, CSCI 127, BIOB 160, KIN 322, PSYX 340.
More guides
How to study for a math exam: the ten-day plan
Rereading notes the night before is the most common plan and the worst one. Here is what works, day by day.
Active recall and spaced repetition: why rereading feels good and does not work
The two most-researched study techniques, explained in five minutes, with how Mathub uses them.
The 25-minute block: how to actually start
Starting is the hard part. A short timer, a single task and a visible finish line get you past it.
How to read a math or physics section in twenty minutes
Textbooks are not novels. Read them out of order, with a pencil, and stop when you have what you need.