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The largest area of the rectangle whose base if on the x-axis and two of its vertices lie on the curve y = e^-|x| is
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Step-by-step explanation:
e^-|X| ={ e^-x, for X>0
e^x, for X<0
base lies on x-axis, then for largest area the width may take different values on the given curves. So, cannot determine.
smallest is of width 1 unit and base on x-axis
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