A basic triangle plane geometry problem involves finding missing angles, sides, or other measurements of a triangle using geometric principles and formulas.
The problem is considered impossible because it may not have enough information given to solve it, or the given information may contradict the known principles of geometry.
Some common techniques include using the Pythagorean theorem, the properties of similar triangles, or trigonometric functions such as sine, cosine, and tangent.
If you encounter an impossible problem, you should carefully review the given information and try different approaches to see if you can find a solution. If you are still unable to solve it, you may need to ask for help from a teacher or tutor.
In some cases, with careful analysis and creative thinking, impossible problems can be solved. However, there may be cases where the problem is truly impossible to solve due to insufficient or contradictory information.