Question: Among all triangles in the first quadrant formed by the x - axis, the ( y ) - axis, and tangent lines to

Among all triangles in the first quadrant formed by the x-axis, the \( y \)-axis, and tangent lines to the graph of \( y=23 x-x^{2}\), what is the smallest possible area?
The smallest possible area is It occurs at a=(Simplify your answers.)
Among all triangles in the first quadrant formed

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