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A right triangle has one vertex at the origin and one vertex on the curve y=e^(-x/6) for 1≤x≤7. One of the two perpendicular sides is along the x-axis; the other is parallel to the y-axis. Find the maximum and minimum areas for such a triangle. Round your answers to three decimal places. The maximum area is ________ and the minimum area is _______. @ganeshie8
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what is the equation for the area of a triangle?
(1/2) b * h ?
@amistre64 ?
yes, but in this case its: A = xy/2, take the derivative of that we also know that y = whatever it equaled ... so that defines y' for us
ah okay thanks! :D
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you got it from there :)
hehe thanks:)
good luck ;)
:)
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