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(Solved): At which point on the curve \( y=-1+2 e^{x}-3 x \) is the tangent line parallel to the fine \( 3 x- ...




At which point on the curve \( y=-1+2 e^{x}-3 x \) is the tangent line parallel to the fine \( 3 x-y=5 \) ? Just give the \(
At which point on the curve \( y=-1+2 e^{x}-3 x \) is the tangent line parallel to the fine \( 3 x-y=5 \) ? Just give the \( x \)-coordinate as an exact answer below.


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Given equation of curve , y = -1 + 2ex - 3x After differentiating , dy/dx = d/dx ( -1 + 2ex - 3x ) dy/dx = 0 + 2ex - 3 = 2ex -
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