Interleaving - The Right Methodology for the Right Problem Types

One of the most common types of errors on basic calculus questions is trying to solve integration by kind of using differentiation methodology. Interleaving has a lovely solution to this challenge, because it opposes your practice of those two easily confused methodologies. So interleave integration and differ ation, not inter leave integration and something totallydfferent, like trigonometry. In science, physics, for example, interleave your practice of elastic potential energy and gravitational potential energy calculations in physics. Don't interleave elastic potential energy calculations and adeno properties of electric circuits. Or for something outside maths and sciences, let's see, you're studying business and accounting, you might intor leave practice on