Problem:
There is a point A with an angle. Let there be a point P in the angle. Make a line from B to C through P to give the triangle ABC minimum area.
[HTML]
/C
/
/
/ * P
/
A -------------B
Please.. make my day.[/HTML]
Problem:
There is a point A with an angle. Let there be a point P in the angle. Make a line from B to C through P to give the triangle ABC minimum area.
[HTML]
/C
/
/
/ * P
/
A -------------B
Please.. make my day.[/HTML]
But are point C and B already determined? If you can't move them there is only one possible line you can draw between them. I think I am missing something here.
Remember a line is the shortest possible distance between two points so unless we can move the two points in the line we can't really minimize the area.
Maybe if you give me some background for the question. Is this for school or is it for something else. What have you been studying recently that this question might be testing?
No, that is exactly it. Point C and B are not determined.
The question is a geometry puzzle i came over, but i never found the solution and it is really stealing my sleep.
The question is not qurriculum based. The puzzles i came over can be solved by high school math.
I'm in my last year before starting of in college in autumn.