Hard to help . . . no code, no picture . . .
What would be the units of the gradient of the line ?
Hard to help . . . no code, no picture . . .
What would be the units of the gradient of the line ?
Hi was just updating the posting.. Boy you are quick to reply..!
;-)
Can't run the Indicator right now to look . . but . .
If the lines are Objects you can get the Object properties and get the time and price difference of two points along the line and work out the pseudo gradient . . . if they are Indicator lines you can use iCustom to get the price values and get the time from bar numbers . . then do the same, work out the pseudo gradient. I say pseudo because if you change time frame it will change . . . but if you can make money from it who am I to argue, I wish you well. If you need any explanation of what i have written just ask . . . :-)
i need a calculation of the angle of the standard deviation line if possible, or the gradient of the slope might be a better calculation.
angle = ArcTan(dY/dX) the arctan of a pure number. A chart has units of price vs time. No angle is possible.
slope = dY/dX get the priceAtA, shiftAtA, priceAtB, shiftAtB. slope = (priceAtA - priceAtB)/(shiftAtA - shiftAtB);
Can't run the Indicator right now to look . . but . .
If the lines are Objects you can get the Object properties and get the time and price difference of two points along the line and work out the pseudo gradient . . . if they are Indicator lines you can use iCustom to get the price values and get the time from bar numbers . . then do the same, work out the pseudo gradient. I say pseudo because if you change time frame it will change . . . but if you can make money from it who am I to argue, I wish you well. If you need any explanation of what i have written just ask . . . :-)
Thankyou, i will look into this..!
angle = ArcTan(dY/dX) the arctan of a pure number. A chart has units of price vs time. No angle is possible.
slope = dY/dX get the priceAtA, shiftAtA, priceAtB, shiftAtB. slope = (priceAtA - priceAtB)/(shiftAtA - shiftAtB);
Yes agreed, the slope gradient method is more feasable than the angle option..
Thanks for the calculations...!
much appreciated.
- Free trading apps
- Over 8,000 signals for copying
- Economic news for exploring financial markets
You agree to website policy and terms of use
hi i need help with an indicater as per the picture.
i need a calculation of the angle of the standard deviation line if possible, or the gradient of the slope might be a better calculation.
I have a theory and would appreciate any help possible please...!
Gradient A to B line is required.
thankyou in advance.