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impossible to break line or shape with broken command

  • Thread starter Thread starter Sandra_ME30
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Sandra_ME30

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davide 1983 18.12.15 05:37

I created a form with mkshape and then with shape command I did insert... I put a line in the center and by means of command breaks. And then when I select the part that I don't need my figure, I don't mention it. I guess if one puts a figure created previously by mkshape. Can't this be broken? idem I used the comand mkltype..create a line ...and when I put on this a perpendicular line...that divides me and type asando breaks seleziono the perpendicular line and when I select a part of the line that I created do not let me erase it
 
mammals 18.12.15 06:48

breaks does not erase the line, divides it. or delete a section between two selected points if used with the appropriate option.
For the rest... rewrite in Italian official... and not the one from whatzuppari syncopathies.... that doesn't understand anything
 
davide 1983 18.12.15 18:46

I feel like I wrote normal maybe I don't know the terminology of cad..magari I didn't attend university courses. I have a bachelor's degree. I leave it alone. Good luck
 
mammals 19:08

it is not terminology, but of construction of the sentence and use of punctuation.
suspension dots do not serve to divide periods.
I've already given the answer to you, for what I've been able to understand.
 
davide 1983 19.12.15 06:31

example: a line that crosses a square and I would like to eliminate the part that remains within the figure
by command line, I try to build a square and later I create polylinea.
then I draw a straight line that crosses the square.
I use the command breaks to eliminate the line that remains within the square


only, that when I created a type of line at my liking (a line consisting of a series of triangles, without base "zig zag" ) and I switched it into the square, the command breaks did not allow me to eliminate the line that remained within the figure.

now I am looking for another solution, use perpendiculars to delimite heights and vertices of triangles
 

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