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Find the point(s) on the graph of y=e^(-x^2) at which the curvature is zero.
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@hartnn @Compassionate @ParthKohli @.Sam.
I may not have a solution for you, but may I ask what math class this is from?
also is it (-x)^2 or -(x^2)
It's Calculus 3. \[y=e ^{-x^2}\]
@zepdrix @thomaster
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why not find the 1st derivative... and then find the stationary points.
curvature is not the same as gradient. it measures the change of direction (a vector) wrt to arc length. parameterising is easier, i think, which gives me this: |dw:1426367405718:dw| that means curvature = 0 @ x = 1. the workings could be wrong - have done this quite quickly - but the idea behind it is right.
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