There are two tangent lines to the curve $y = 4 x - x ^ { 2 }$ that pass through (2, 5). Find an equation for each of the lines.

Name: There are two tangent lines to the curve $y = 4 x - x ^ { 2 }$ that pass through (2, 5). Find an equation for each of the lines.
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The Answer of There are two tangent lines to the curve $y = 4 x - x ^ { 2 }$ that pass through (2, 5). Find an equation for each of the lines.

There Are Two Tangent Lines to the Curve y=4x−x2y = 4 x - x ^ { 2 }y=4x−x2

There Are Two Tangent Lines to the Curve $y = 4 x - x ^ { 2 }$