I understand the brevity of this advice now that I encountered more geniuses in math and did competitions. It really comes down to practice however not simply repitition of mundane problems but steadily raising the difficulty of them and varying the nature/properties of the problems and topics u study. Moreover, u have to reflective about the problems u solve and study ur mistakes and strengths to gain better understand and progress. Not only do u have to reflect but also ponder and speculate to generalise and process those findings from examination to convert it to models and strategies/tactics that will benefit/assist you when problems solving.
What’s harder learning music theory or learning theoretical physics?
Observation first. Then mathematics breaks it down. Problem is , zero doesn't exist, or indeed, it equates to 1. Same principle applies to time, the present doesn't exist, the present equates to zero.
make a new maths without equation or make a new subject for it
His name..?
@wantedlynx1482