Mathematics, 11.10.2021 18:00 garzamatt7
On the xy-plane, consider curve C: y= x- Inx(0<x<1) and point P on curve C. Let the point of intersection of the tangent to C at point P with the y-axis be Q, and the point of intersection of the normal to C at point P with the x-axis be R. Given that point P moves along curve C, find the minimum value of the length of line segment QR.
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On the xy-plane, consider curve C: y= x- Inx(0<x<1) and point P on curve C. Let the point of i...
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