y=x^2 parabolas for long positions using MA's for slope recap
how to spot an inflection point using
moving average, (point of concativity
where the slope changes from - infinty (heading towards
the - axis) to + infinity, the minima on a parabola
y=x^2) wait for the moving averages to form a 180 degree
shift for the minima to form for a long position
. Concativity will shift from - infinty to + infinty forming the
minima. then look for the rising slope (dy/dx).
Hint: try on the daily for bigger swings. Hope you learned
something godbless
moving average, (point of concativity
where the slope changes from - infinty (heading towards
the - axis) to + infinity, the minima on a parabola
y=x^2) wait for the moving averages to form a 180 degree
shift for the minima to form for a long position
. Concativity will shift from - infinty to + infinty forming the
minima. then look for the rising slope (dy/dx).
Hint: try on the daily for bigger swings. Hope you learned
something godbless