#property copyright "" #property link "" //---Header Files----------------------------------------------------- #property indicator_chart_window #property indicator_buffers 1 datetime X1 = D'2010.07.15 16:00'; double Y1 = 1.332603; datetime X2 = D'2010.09.10 16:00'; double Y2 = 1.227437; datetime X3 = D'2010.07.09 08:00'; double Y3 = 1.22197; datetime X4 = D'2010.09.08 00:00'; double Y4 = 1.33196; //-------------------------------------------------------------------- int init() { return(0); } //--------------------------------------------------------- int deinit() { return(0); } //--------------------------------------------------------- int start() { Comment( TimeToStr(LinesCrossTime(X1,Y1,X2,Y2,X3,Y3,X4,Y4)) + " , " + DoubleToStr(LinesCrossLevel(X1,Y1,X2,Y2,X3,Y3,X4,Y4),5) ); return(0); } //--------------------------------------------------------- datetime LinesCrossTime(datetime X1, double Y1, datetime X2, double Y2, datetime X3, double Y3, datetime X4, double Y4) { double M1 = (Y2-Y1)/(X2-X1); double M3 = (Y4-Y3)/(X4-X3); return ((M1*X1-M3*X3+Y3-Y1)/(M1-M3)); } //-------------------------------------------------------- double LinesCrossLevel(datetime X1, double Y1, datetime X2, double Y2, datetime X3, double Y3, datetime X4, double Y4) { double M1 = (Y2-Y1)/(X2-X1); double M3 = (Y4-Y3)/(X4-X3); double crossPoint = (M1*X1-M3*X3+Y3-Y1)/(M1-M3); int i =0; while (Time[i]>crossPoint) i++; return(Close[i-1]); }
A trend line is a linear function, y = mx + c, so with 2 trend lines you have 2 linear functions so all you need to do is solve the 2 equations when y and x are the same for both equations. First you need the m and c values for each line, c is the offset of each line at the same time coordinate, and m is the gradient/slope. Once you have your 2 equations you use substitution and you substitute for y in one equation by using the 2nd,
e.g. y = 0.8x + 1.2 & y = 1.5x + 2.2 so 0.8x + 1.2 = 1.5x + 2.2 where the lines cross and solving this gives you x coordinate.
Not sure what happens when you have a weekend in the mix . . .
A trend line is a linear function, y = mx + c, so with 2 trend lines you have 2 linear functions so all you need to do is solve the 2 equations when y and x are the same for both equations. First you need the m and c values for each line, c is the offset of each line at the same time coordinate, and m is the gradient/slope. Once you have your 2 equations you use substitution and you substitute for y in one equation by using the 2nd,
e.g. y = 0.8x + 1.2 & y = 1.5x + 2.2 so 0.8x + 1.2 = 1.5x + 2.2 where the lines cross and solving this gives you x coordinate.
Not sure what happens when you have a weekend in the mix . . .
at first excuse for my english.
thanks dear RaptorUK for reply.
i know that and my problem is something else.
when i change timeframe to other timeframe or zoom in or zoom out the value also changes.
and my main problem is price no time.
i need my func returns the price of crossing without any wrong.
can you help me too about this:
if i have the corner of lines and one of price from each line can i do that?
and if yes how?
thanks
best regards
maniac1984:
when i change timeframe to other timeframe or zoom in or zoom out the value also changes.
and my main problem is price no time.
- Solve the two equations like Raptor said. The result is one x and one y. Y is price.
- if you change timeframes and your code generates different trendlines, of course the value will change.
- if you zoom in or our and your code generates different trendlines, your code is broken.
- Solve the two equations like Raptor said. The result is one x and one y. Y is price.
- if you change timeframes and your code generates different trendlines, of course the value will change.
- if you zoom in or our and your code generates different trendlines, your code is broken.
thanks dear WHRoeder
i will check it.

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Hello all.
it's me again :((
is anybody there to help me how can i calculate time and price of two crossed trend lines?
i have a code for it but it has some worng.
i want it be exact with any pips difference...
thank you