Final answer:
The given formula for the area of a triangle appears to be incorrect. The area of a triangle is generally calculated using its sides or base and height, not its angles. In addition, if two angles are zero, no triangle can exist.
Step-by-step explanation:
The question is focusing on the formula for the area of a triangle given in terms of its interior angles a, ß, and γ. As per the given formula, Area(triangle_aßγ) = π- (a ß γ). This formula seems off because the area of a triangle is usually derived through the lengths of its sides or base and height, and not through its angles. Furthurmore, if any two angles of the triangle are zero, the third angle must be 180 degrees (a straight line), thus no triangle exists. Therefore, it's not logical to say that this formula would still be valid when two or more of the angles are zero. There seems to be a misunderstanding or miscommunication about the formula.
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